grade 6 integers worksheet with answers

6th Grade Integers Worksheets

6th grade integers worksheets give students a better understanding of how to work with integers. These worksheets incorporate questions based on applying arithmetic operators to integers, representing them on a number line, and word problems based on this concept.

Benefits of 6th Grade Math Worksheets Integers

Integers from a topic that is integral to understanding the number system. Hence, students must be well versed in this topic. 6th grade integers worksheets consist of several questions that enable children to get rid of any confusion they might have regarding the topic. As these questions are arranged in a well-structured manner, students find it easy to navigate through the sums. These 6th grade math worksheets also include answer keys that can be used by kids in case of any doubts.

Printable PDFs for Integers 6th Grade Worksheets

The integers grade 6 worksheets is free to download, easy to use, and is provided with several visual simulations for the benefit of the student.

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• Sixth Grade Integers Worksheet
• Grade 6 Math Integers Worksheet

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• 6th Grade Math

Grade 6 integers worksheets: Graphing and comparing integers

Hello, and welcome to the world of integers! Our concern in this article is to teach Grade 6 students how to graph integers on a number line and compare them using greater than, less than, or equal to symbols. So, why wait? Visit Mathskills4kids.com and download outstanding Grade 6 integers worksheets designed to offer your child the best Graphing and comparing integers skills.

Unlocking the Power of Integers: Grade 6 Graphing and Comparing Worksheets

Ready to take your students' math skills to the next level? Introducing our Grade 6 Graphing and Comparing Worksheets , designed to unlock the power of integers and make learning math an engaging experience.

With these worksheets, your students will develop a deep understanding of graphing and comparing integers, allowing them to tackle real-world math problems confidently. Our carefully crafted exercises provide ample practice in interpreting number lines , plotting points , and identifying patterns , ensuring your students master these essential skills.

But it's not all about numbers - our worksheets are designed to be interactive and fun, with colorful visuals and relatable examples that keep students engaged and excited to learn.

Whether teaching in a traditional classroom or through remote learning, our Grade 6 Graphing and Comparing Worksheets are the perfect tool to enhance your math curriculum and empower your students to excel in their mathematical journey. Get ready to see their confidence soar as they unlock the power of integers!

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What are integers, and how to graph them on a number line.

Do you know what integers are ? Do you also know how to graph them on a number line ? Let’s find out together!

Integers are whole numbers that can be positive, negative, or zero. For example, 3, -5, 0, 12, and -8 are all integers. A number line is a horizontal line that has numbers marked on it. The number zero is in the middle of the line, and the positive numbers are to the right of zero, while the negative numbers are to the left of zero.

To graph an integer on a number line, find the point corresponding to that number and make a dot or a circle on it. For example, to graph 3 on a number line, make a dot on the point that is three units to the right of zero. To graph -5 on a number line, make a dot on the point that is five units to the left of zero.

Understanding positive and negative integers

Positive and negative integers have different meanings depending on the context. For example;

• If we are talking about temperature, a positive integer means that it is above zero degrees Celsius. In contrast, a negative integer means that it is below zero degrees Celsius.
• If we are talking about elevation, a positive integer means that we are above sea level, while a negative integer means that we are below sea level.
• If we are talking about money, a positive integer means that we have gained or earned some amount, while a negative integer means that we have lost or spent some amount.

How to compare integers using greater than, less than, or equal to symbols

To compare two integers , we use the symbols > (greater than), < (less than), or = (equal to ). For example:

• 3 > -5 means that 3 is greater than -5,
• -8 < 0 means that -8 is less than 0,
• 12 = 12 means that 12 is equal to

To compare two integers on a number line, we look at their relative positions. The integer that is closer to the right of the number line is greater than the integer that is closer to the left of the number line. For example, 3 is greater than -5 on a number line because 3 is closer to the right than -5. Similarly, -8 is less than 0 because -8 is closer to the left than 0.

How to use absolute value to find the distance between two integers

The absolute value of an integer is its distance from zero on a number line. It is always positive or zero. To find the absolute value of an integer, we ignore its sign and write it as a positive number. For example, the absolute value of 3 is 3, the absolute value of -5 is 5, and the absolute value of 0 is 0. To find the distance between two integers on a number line , we can use their absolute values .

The distance between two integers equals the difference between their absolute values. For example, to find the distance between 3 and -5 on a number line, we can subtract their absolute values: |3| - |-5| = 3 - 5 = 2. The distance between 3 and -5 is 2 units.

Solving real-world problems using graphing and comparing integers

We can use graphing and comparing integers to solve many real-world problems involving temperature, elevation, money, etc. For example, suppose we want to know how much warmer it was in Miami than in New York on a particular day; we can use a number line to graph the temperatures in both cities and compare them using symbols.

Suppose Miami had a temperature of 25°C and New York was -2°C.

We can graph these temperatures on a number line as shown below:

As we can see, Miami is warmer than New York because 25 is greater than -2 on the number line.

So, we can write this as 25 > -2.

To find out how much warmer Miami was than New York, we can subtract their temperatures: 25 - (-2) = 25 + 2 = 27.

Miami was 27°C warmer than New York.

Tips and tricks for mastering integers in Grade 6 math

Here are some tips and tricks for mastering integers in grade 6 math :

When adding two integers with different signs, we subtract their absolute values and take the sign of the larger absolute value.

The result is positive when multiplying or dividing two integers with the same sign. The result is negative when multiplying or dividing two integers with different signs.

• Use a number line to visualize and compare integers . A number line can also help us perform operations with integers, such as adding, subtracting, and finding absolute values.
• Use real-world examples to understand and apply integers . For example, we can use temperature, elevation, money, time, and more to represent and solve problems with integers.
• Practice, practice, practice ! The more students practice with integers, the more confident and comfortable they will become with them. Encourage your 6 th Grade students to use worksheets, games, quizzes, puzzles, and more to practice their skills with integers.

Grade 6 graphing and comparing integers worksheets for practice

If you want to test your 6 th grader's skills and knowledge on graphing and comparing integers , you can try Mathskills4kids’ Grade 6 integers worksheets that cover the topics we discussed in this article.

You can download and print them out for free or do them online with your students. Each worksheet has a set of questions, an answer key, and an explanation of how to solve each problem.

You can also check your student’s progress with a score report that shows how many questions they answered correctly and how long it took them to complete the worksheet.

• Understanding integers : This worksheet helps students review the basics of integers, such as what they are, how to write them, and how to identify them on a number line. They will also practice adding and subtracting integers using the rules of signs.
• Integers on number lines : This worksheet will help 6 th graders to practice graphing integers on horizontal and vertical number lines. They will also learn how to use arrows to show the direction and magnitude of an integer.
• Graph integers on horizontal and vertical number lines : This worksheet will help learners practice graphing integers on horizontal and vertical number lines . They will also learn how to label the points with their coordinates and how to find the coordinates of a point given its graph.
• Understand absolute value : This worksheet will help students understand the concept of absolute value, which is the distance of an integer from zero on a number line. They will also learn how to find the absolute value of an integer using brackets or a vertical bar symbol .
• Absolute value and opposite integers : This worksheet will help 6 th Grade students practice finding the absolute value and the opposite of an integer . They will also learn how to use the properties of absolute value and opposite integers to simplify expressions and solve equations.
• Compare integers : This worksheet will help learners practice comparing integers using greater than, less than, or equal to symbols . They will also learn how to use a number line to compare integers visually and how to order integers from least to greatest or vice versa.
• Put integers in order : This worksheet will help 6 th graders practice putting integers from least to greatest or from greatest to least . They will also learn how to use a number line to check their answers and arrange integers in ascending or descending order.
• Integers inequalities with absolute values : This worksheet will help students practice solving inequalities that involve integers and absolute values . They will also learn how to graph the solutions of inequalities on a number line and write the solutions using interval or set notation.
• Integers and absolute values word problems : This worksheet will help children practice solving real-world problems that involve integers and absolute values. They will also learn how to translate words into mathematical expressions and equations and how to use different strategies to solve word problems.

Bonus: additional resources for further learning integers and practice

If you want to help your 6 th Grade students learn more about integers and practice their skills with them, here are some additional resources you can explore online. These resources include videos, games, quizzes, puzzles, and more to help them understand and enjoy integers.

• [ Khan Academy: Integers ]( https://www.khanacademy.org/math/cc-sixth-grade-math/cc-6th-negative-number-topic ) - This website has video lessons, interactive exercises, and quizzes on integers and negative numbers. 6 th graders can learn about the basics of integers, how to add, subtract, multiply, and divide them, and how to use them in word problems.
• [ IXL: Grade 6 Integers ]( https://www.ixl.com/math/grade-6/integers ) - This website has online worksheets on various topics related to integers, such as graphing, comparing, ordering, absolute value, and operations. Students can get instant feedback and track their progress as they practice.
• [ Math Goodies: Integer Worksheets ]( https://www.mathgoodies.com/lessons/vol5/compare_order ) - This website has printable worksheets on graphing and comparing integers. You can choose the difficulty level of students, the number of questions, and the worksheet format. You can also get the answer keys and explanations for each question.

Thank you for sharing the links of MathSkills4Kids.com with your loved ones. Your choice is greatly appreciated.

Integers are an essential part of grade 6 math. They help students represent many things in math and real life, such as temperature, elevation, money, etc.

They also help learners perform adding, subtracting, multiplying, and dividing operations. By learning how to graph and compare integers on a number line, your 6 th graders can understand the meaning of positive and negative integers, use symbols to compare them, use absolute value to find the distance between them and solve real-world problems using them.

By following the tips and tricks in this article and using the worksheets and resources provided, your children can master integers in grade 6 math. They can also have fun and enjoy learning about integers. Integers are powerful tools that will help 6 th graders unlock many mathematical concepts and skills in the future. So please encourage your students not to fear integers; they should instead embrace them!

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• 6th Grade Math Worksheets

Printable integers exercises with answers

Get a speedy grasp of integer’s fluency with Grade 6 integers worksheets: Graphing and comparing integers . The mastery and functioning of natural numbers and their negatives is of great use to young mathematicians, both in advanced math concepts and in real life. In line with this, our well modelled and fun printable integers exercises with answers are a perfect guide to kid’s knowledge of where and when to use positive and negative integers.

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Important facts about integers for grade 6

It is commonly observed that most kids face difficulties when dealing with positive and negative numbers. Without much stress, get quick solutions to your kid’s difficulty with these inspirational printable integers exercises . You’ll consequently boast of their instant and concrete understanding of integers.

How can mental models enhance a deeper insight into the functioning of integers?

Grade 6 integers worksheets: Graphing and comparing integers are enriched with amazing mental models, these tools are helpful to allow kids easily visualize and bring together the reality of positive and negative numbers in real world contexts.

You’ll however find here simple tricks on how mental models can enhance a deeper insight into the functioning of integers . This is evidenced with our printable integers exercises with answers such as understanding integers (integer number line), understand absolute value, graph integers on vertical and horizontal number line, etc.

These number lines will enable kids to understand that positive and negative numbers are used together to describe quantities having opposite directions or values. Also, they’ll concretely use positive and negative numbers to represent quantities in real-world contexts, explaining the meaning of 0 in each situation.

Interest in developing simple strategies fast learning integers

Our interest in developing simple strategies fast learning integers is as regards the importance and use of both positive and negative numbers in math. Hence, understanding integers is a great way for kids to easily;

• Compare numbers, mindless of how big or small they appear
• Understand absolute value
• Understand opposite integers etc.

Besides, engaging in our Grade 6 integers worksheets: Graphing and comparing integers do not only offer opportunities to gains in math classes but also to other subjects, as well as real life situations. The following real life concepts are best to use when referring to negative integers;

• Temperature below zero
• Owing money

N.B :      

Any number below zero is a negative integer.

With negative integers, as the digit gets bigger, the number gets smaller. For instance -9 is smaller than -4.

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Class vi math, class 6 - integers worksheet 2.

1. |−25| + |50| = _____. a) 25                    b) 50 c) 75                    d)−25

2. |−75| − 125 = _____. a) 50                    b) −50 c) 75                    d) −75

3. |−22| − |11| = _____. a) 22                    b) −11 c) −22                  d) 11

4. Zero is the smallest positive integer. Mark True / False. a) True                    b) False

5. Every natural number is greater than all negative integer. Mark True / False. a) True                    b) False

6. How many positive integers are there in between −5 and 5. a) 11                   b) 5 c) 4                     d) 9

7. 10 more than −7 is _____. a) −7                    b) −3 c) 3                      d) 17

8. The absolute value of an integer is always greater than the integer. Mark True / False. a) True                    b) False

9. How many negative integers are there between 5 and −7? a) 6                    b) 7 c) 8                    d) 12

10. −(−25) = _____. a) −25                  b) 25 c) 20                    d) None of these

11. −(+2025) = _____. a) −2025                b) 2025 c) 225                    d) None of these

12. What is the additive inverse of 500? a) 500                b) −500 c) 0                    d) None of these

13. |65 − 32| − |−27 − (−7)| = _____. a) -23                   b) 23 c) 13                    d) None of these

14. −25 − (−4) − 75 −12 + 6 = _____. a) 100                    b) 105 c) 103                    d) 102

15. One integer is greater than the other by 6. If one number is −20, then the other number is _____. a) −26                    b) −14 c) −20                    d) None of these

16. Temperature at the foot of the mountain is 100C. It fell down by 15°C at the top of the mountain. What is the temperature at the top of the mountain? a) 10°C                    b) 15°C c) −5°C                    d) None of these

17. What is the smallest negative number? a) −1                    b) −5 c) −10                  d) Does not exist

18. What is the biggest positive number? a) 1                        b) 1000 c) 10000                d) Does not exist

19. Negative of negative integer is a positive integer. Mark True / False. a) True                    b) False

20. Positive of a negative integer is a positive integer. Mark True / False. a) True                    b) False

If you want to download the above worksheet, please click below link.

Integers Worksheet-2 Download the pdf

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Integer Worksheets

Integer worksheets contain a huge collection of practice pages based on the concepts of addition, subtraction, multiplication, and division. Exclusive pages to compare and order integers and representing integers on a number line are given here with a variety of activities and exercises. These pdf worksheets provide abundant practice for 6th grade, 7th grade, and 8th grade students. Explore some of them for free!

» Adding and Subtracting Integers

» Multiplying and Dividing Integers

» Comparing and Ordering Integers

» Integers on a Number Line

Representation of Integers

These integer worksheets are based on simple real-life scenarios. Read each statement to represent the integers. Each pdf worksheet has ten statements.

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Opposite Value of Integers

Write the opposite value of integers and also mark them on a number line in these worksheets. Three different sections are here for practice.

Opposite vs Absolute Value

In the first two sections write the opposite value and absolute value of integers. Compare the opposite and absolute value of integers in the third section.

Mixed Operations: Level 1

Acquaint young students with addition, subtraction, multiplication and division of integers with this set of printable worksheets featuring integers up to 20. Take a special note of the signs while performing the arithmetic operations.

Mixed Operations: Level 2

Elevate your learning to the next level by working out the problems in these exercises that include integers up to 99. Add, subtract, multiply and divide the positive and negative numbers to get an ample understanding of integers.

Mixed Review: Multiple Choice Questions

Reinforce students' knowledge on integers by practicing these multiple-choice questions. Each pdf worksheet contains seven MCQs.

Mixed Review: True or False

Ten statements on integer facts are given in these mixed review worksheets for grade 6 and grade 7. Write true or false against each statement.

Evaluating Integers

In these printable integer worksheets, grade 7 and grade 8 students substitute the values of the unknown variables in the given expressions and evaluate them.

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Introduction To Integers

Compare integers, order integers, add integers, subtract integers, add or subtract integers, multiply integers, divide integers.

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Class 6 Mathematics Integers Worksheets

We have provided below free printable  Class 6 Mathematics Integers Worksheets  for Download in PDF. The worksheets have been designed based on the latest  NCERT Book for Class 6 Mathematics Integers . These  Worksheets for Grade 6 Mathematics Integers  cover all important topics which can come in your standard 6 tests and examinations.  Free printable worksheets for CBSE Class 6 Mathematics Integers , school and class assignments, and practice test papers have been designed by our highly experienced class 6 faculty. You can free download CBSE NCERT printable worksheets for Mathematics Integers Class 6 with solutions and answers. All worksheets and test sheets have been prepared by expert teachers as per the latest Syllabus in Mathematics Integers Class 6. Students can click on the links below and download all Pdf  worksheets for Mathematics Integers class 6  for free. All latest Kendriya Vidyalaya  Class 6 Mathematics Integers Worksheets  with Answers and test papers are given below.

Mathematics Integers Class 6 Worksheets Pdf Download

Here we have the biggest database of free  CBSE NCERT KVS  Worksheets for Class 6  Mathematics Integers . You can download all free Mathematics Integers worksheets in Pdf for standard 6th. Our teachers have covered  Class 6 important questions and answers  for Mathematics Integers as per the latest curriculum for the current academic year. All test sheets question banks for Class 6 Mathematics Integers and  CBSE Worksheets for Mathematics Integers Class 6  will be really useful for Class 6 students to properly prepare for the upcoming tests and examinations. Class 6th students are advised to free download in Pdf all printable workbooks given below.

Topicwise Worksheets for Class 6 Mathematics Integers Download in Pdf

Advantages of Solving Class 6 Mathematics Integers Worksheets

• As we have the best collection of Mathematics Integers worksheets for Grade 6, you will be able to find important questions which will come in your class tests and examinations.
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• All Mathematics Integers worksheets for standard 6 have been provided with solutions. You will be able to solve them yourself and them compare with the answers provided by our teachers.
• Class 6 Students studying in per CBSE, NCERT and KVS schools will be able to free download all Mathematics Integers chapter wise assgnments and worksheets for free in Pdf
• Class 6 Mathematics Integers Workbook will help to enhance and improve subject knowledge which will help to get more marks in exams

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We provide here Standard 6 Mathematics Integers chapter-wise worksheets which can be easily downloaded in Pdf format for free.

You can click on the links above and get worksheets for Mathematics Integers in Grade 6, all topic-wise question banks with solutions have been provided here. You can click on the links to download in Pdf.

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Integers Worksheets

Welcome to the integers worksheets page at Math-Drills.com where you may have a negative experience, but in the world of integers, that's a good thing! This page includes Integers worksheets for comparing and ordering integers, adding, subtracting, multiplying and dividing integers and order of operations with integers.

If you've ever spent time in Canada in January, you've most likely experienced a negative integer first hand. Banks like you to keep negative balances in your accounts, so they can charge you loads of interest. Deep sea divers spend all sorts of time in negative integer territory. There are many reasons why a knowledge of integers is helpful even if you are not going to pursue an accounting or deep sea diving career. One hugely important reason is that there are many high school mathematics topics that will rely on a strong knowledge of integers and the rules associated with them.

We've included a few hundred integers worksheets on this page to help support your students in their pursuit of knowledge. You may also want to get one of those giant integer number lines to post if you are a teacher, or print off a few of our integer number lines. You can also project them on your whiteboard or make an overhead transparency. For homeschoolers or those with only one or a few students, the paper versions should do. The other thing that we highly recommend are integer chips a.k.a. two-color counters. Read more about them below.

Most Popular Integers Worksheets this Week

Integer Resources

Coordinate graph paper can be very useful when studying integers. Coordinate geometry is a practical application of integers and can give students practice with using integers while learning another related skill. Coordinate graph paper can be found on the Graph Paper page:

Coordinate Graph Paper

Integer number lines can be used for various math activities including operations with integers, counting, comparing, ordering, etc.

• Integer Number Lines Integers Number Lines from -10 to 10 Integers Number Lines from -15 to 15 Integers Number Lines from -20 to 20 Integers Number Lines from -25 to 25 OLD Integer Number Lines

Comparing and Ordering Integers

For students who are just starting with integers, it is very helpful if they can use an integer number line to compare integers and to see how the placement of integers works. They should quickly realize that negative numbers are counter-intuitive because they are probably quite used to larger absolute values meaning larger numbers. The reverse is the case, of course, with negative numbers. Students should be able to recognize easily that a positive number is always greater than a negative number and that between two negative integers, the one with the lesser absolute value is actually the greater number. Have students practice with these integers worksheets and follow up with the close proximity comparing integers worksheets.

• Comparing Integers Worksheets Comparing Positive and Negative Integers (-9 to +9) Comparing Positive and Negative Integers (-15 to +15) Comparing Positive and Negative Integers (-25 to +25) Comparing Positive and Negative Integers (-50 to +50) Comparing Positive and Negative Integers (-99 to +99) Comparing Negative Integers (-15 to -1)

By close proximity, we mean that the integers being compared differ very little in value. Depending on the range, we have allowed various differences between the two integers being compared. In the first set where the range is -9 to 9, the difference between the two numbers is always 1. With the largest range, a difference of up to 5 is allowed. These worksheets will help students further hone their ability to visualize and conceptualize the idea of negative numbers and will serve as a foundation for all the other worksheets on this page.

• Comparing Integers in Close Proximity Comparing Positive and Negative Integers (-9 to +9) in Close Proximity Comparing Positive and Negative Integers (-15 to +15) in Close Proximity Comparing Positive and Negative Integers (-25 to +25) in Close Proximity Comparing Positive and Negative Integers (-50 to +50) in Close Proximity Comparing Positive and Negative Integers (-99 to +99) in Close Proximity
• Ordering Integers Worksheets Ordering Integers on a Number Line Ordering Integers (range -9 to 9) Ordering Integers (range -20 to 20) Ordering Integers (range -50 to 50) Ordering Integers (range -99 to 99) Ordering Integers (range -999 to 999) Ordering Negative Integers (range -9 to -1) Ordering Negative Integers (range -99 to -10) Ordering Negative Integers (range -999 to -100)

Adding and Subtracting Integers

Two-color counters are fantastic manipulatives for teaching and learning about integer addition. Two-color counters are usually plastic chips that come with yellow on one side and red on the other side. They might be available in other colors, so you'll have to substitute your own colors in the following description.

Adding with two-color counters is actually quite easy. You model the first number with a pile of chips flipped to the correct side and you also model the second number with a pile of chips flipped to the correct side; then you mash them all together, take out the zeros (if any) and behold, you have your answer! Need further elaboration? Read on!

The correct side means using red to model negative numbers and yellow to model positive numbers. You would model —5 with five red chips and 7 with seven yellow chips. Mashing them together should be straight forward although, you'll want to caution your students to be less exuberant than usual, so none of the chips get flipped. Taking out the zeros means removing as many pairs of yellow and red chips as you can. You can do this because —1 and 1 when added together equals zero (this is called the zero principle). If you remove the zeros, you don't affect the answer. The benefit of removing the zeros, however, is that you always end up with only one color and as a consequence, the answer to the integer question. If you have no chips left at the end, the answer is zero!

• Adding Integers Worksheets with 75 Questions Per Page (Some Parentheses) Adding Integers from -9 to 9 (75 Questions) ✎ Adding Integers from -12 to 12 (75 Questions) ✎ Adding Integers from -15 to 15 (75 Questions) ✎ Adding Integers from -20 to 20 (75 Questions) ✎ Adding Integers from -25 to 25 (75 Questions) ✎ Adding Integers from -50 to 50 (75 Questions) ✎ Adding Integers from -99 to 99 (75 Questions) ✎
• Adding Integers Worksheets with 75 Questions Per Page (All Parentheses) Adding Integers from (-9) to (+9) All Parentheses (75 Questions) ✎ Adding Integers from (-12) to (+12) All Parentheses (75 Questions) ✎ Adding Integers from (-15) to (+15) All Parentheses (75 Questions) ✎ Adding Integers from (-20) to (+20) All Parentheses (75 Questions) ✎ Adding Integers from (-25) to (+25) All Parentheses (75 Questions) ✎ Adding Integers from (-50) to (+50) All Parentheses (75 Questions) ✎ Adding Integers from (-99) to (+99) All Parentheses (75 Questions) ✎
• Adding Integers Worksheets with 75 Questions Per Page (No Parentheses) Adding Integers from -9 to 9 No Parentheses (75 Questions) ✎ Adding Integers from -12 to 12 No Parentheses (75 Questions) ✎ Adding Integers from -15 to 15 No Parentheses (75 Questions) ✎ Adding Integers from -20 to 20 No Parentheses (75 Questions) ✎ Adding Integers from -25 to 25 No Parentheses (75 Questions) ✎ Adding Integers from -50 to 50 No Parentheses (75 Questions) ✎ Adding Integers from -99 to 99 No Parentheses (75 Questions) ✎
• Adding Integers Worksheets with 50 Questions Per Page (Some Parentheses) Adding Integers from -9 to 9 (50 Questions) ✎ Adding Integers from -12 to 12 (50 Questions) ✎ Adding Integers from -15 to 15 (50 Questions) ✎ Adding Integers from -20 to 20 (50 Questions) ✎ Adding Integers from -25 to 25 (50 Questions) ✎ Adding Integers from -50 to 50 (50 Questions) ✎ Adding Integers from -99 to 99 (50 Questions) ✎
• Adding Integers Worksheets with 50 Questions Per Page (All Parentheses) Adding Integers from (-9) to (+9) All Parentheses (50 Questions) ✎ Adding Integers from (-12) to (+12) All Parentheses (50 Questions) ✎ Adding Integers from (-15) to (+15) All Parentheses (50 Questions) ✎ Adding Integers from (-20) to (+20) All Parentheses (50 Questions) ✎ Adding Integers from (-25) to (+25) All Parentheses (50 Questions) ✎ Adding Integers from (-50) to (+50) All Parentheses (50 Questions) ✎ Adding Integers from (-99) to (+99) All Parentheses (50 Questions) ✎
• Adding Integers Worksheets with 50 Questions Per Page (No Parentheses) Adding Integers from -9 to 9 No Parentheses (50 Questions) ✎ Adding Integers from -12 to 12 No Parentheses (50 Questions) ✎ Adding Integers from -15 to 15 No Parentheses (50 Questions) ✎ Adding Integers from -20 to 20 No Parentheses (50 Questions) ✎ Adding Integers from -25 to 25 No Parentheses (50 Questions) ✎ Adding Integers from -50 to 50 No Parentheses (50 Questions) ✎ Adding Integers from -99 to 99 No Parentheses (50 Questions) ✎
• Adding Integers Worksheets with 25 Large Print Questions Per Page (Some Parentheses) Adding Integers from -9 to 9 (Large Print; 25 Questions) ✎ Adding Integers from -12 to 12 (Large Print; 25 Questions) ✎ Adding Integers from -15 to 15 (Large Print; 25 Questions) ✎ Adding Integers from -20 to 20 (Large Print; 25 Questions) ✎ Adding Integers from -25 to 25 (Large Print; 25 Questions) ✎ Adding Integers from -50 to 50 (Large Print; 25 Questions) ✎ Adding Integers from -99 to 99 (Large Print; 25 Questions) ✎
• Adding Integers Worksheets with 25 Large Print Questions Per Page (All Parentheses) Adding Integers from (-9) to (+9) All Parentheses (Large Print; 25 Questions) ✎ Adding Integers from (-12) to (+12) All Parentheses (Large Print; 25 Questions) ✎ Adding Integers from (-15) to (+15) All Parentheses (Large Print; 25 Questions) ✎ Adding Integers from (-20) to (+20) All Parentheses (Large Print; 25 Questions) ✎ Adding Integers from (-25) to (+25) All Parentheses (Large Print; 25 Questions) ✎ Adding Integers from (-50) to (+50) All Parentheses (Large Print; 25 Questions) ✎ Adding Integers from (-99) to (+99) All Parentheses (Large Print; 25 Questions) ✎
• Adding Integers Worksheets with 25 Large Print Questions Per Page (No Parentheses) Adding Integers from -9 to 9 No Parentheses (Large Print; 25 Questions) ✎ Adding Integers from -12 to 12 No Parentheses (Large Print; 25 Questions) ✎ Adding Integers from -15 to 15 No Parentheses (Large Print; 25 Questions) ✎ Adding Integers from -20 to 20 No Parentheses (Large Print; 25 Questions) ✎ Adding Integers from -25 to 25 No Parentheses (Large Print; 25 Questions) ✎ Adding Integers from -50 to 50 No Parentheses (Large Print; 25 Questions) ✎ Adding Integers from -99 to 99 No Parentheses (Large Print; 25 Questions) ✎
• Vertically Arranged Integer Addition Worksheets 3-Digit Integer Addition (Vertically Arranged) 3-Digit Positive Plus a Negative Integer Addition (Vertically Arranged) 3-Digit Negative Plus a Positive Integer Addition (Vertically Arranged) 3-Digit Negative Plus a Negative Integer Addition (Vertically Arranged)

Subtracting with integer chips is a little different. Integer subtraction can be thought of as removing. To subtract with integer chips, begin by modeling the first number (the minuend) with integer chips. Next, remove the chips that would represent the second number from your pile and you will have your answer. Unfortunately, that isn't all there is to it. This works beautifully if you have enough of the right color chip to remove, but often times you don't. For example, 5 - (-5), would require five yellow chips to start and would also require the removal of five red chips, but there aren't any red chips! Thank goodness, we have the zero principle. Adding or subtracting zero (a red chip and a yellow chip) has no effect on the original number, so we could add as many zeros as we wanted to the pile, and the number would still be the same. All that is needed then is to add as many zeros (pairs of red and yellow chips) as needed until there are enough of the correct color chip to remove. In our example 5 - (-5), you would add 5 zeros, so that you could remove five red chips. You would then be left with 10 yellow chips (or +10) which is the answer to the question.

• Subtracting Integers Worksheets with 75 Questions Per Page (Some Parentheses) Subtracting Integers from -9 to 9 (75 Questions) ✎ Subtracting Integers from -12 to 12 (75 Questions) ✎ Subtracting Integers from -15 to 15 (75 Questions) ✎ Subtracting Integers from -20 to 20 (75 Questions) ✎ Subtracting Integers from -25 to 25 (75 Questions) ✎ Subtracting Integers from -50 to 50 (75 Questions) ✎ Subtracting Integers from -99 to 99 (75 Questions) ✎
• Subtracting Integers Worksheets with 75 Questions Per Page (All Parentheses) Subtracting Integers from (-9) to (+9) All Parentheses (75 Questions) ✎ Subtracting Integers from (-12) to (+12) All Parentheses (75 Questions) ✎ Subtracting Integers from (-15) to (+15) All Parentheses (75 Questions) ✎ Subtracting Integers from (-20) to (+20) All Parentheses (75 Questions) ✎ Subtracting Integers from (-25) to (+25) All Parentheses (75 Questions) ✎ Subtracting Integers from (-50) to (+50) All Parentheses (75 Questions) ✎ Subtracting Integers from (-99) to (+99) All Parentheses (75 Questions) ✎
• Subtracting Integers Worksheets with 75 Questions Per Page (No Parentheses) Subtracting Integers from -9 to 9 No Parentheses (75 Questions) ✎ Subtracting Integers from -12 to 12 No Parentheses (75 Questions) ✎ Subtracting Integers from -15 to 15 No Parentheses (75 Questions) ✎ Subtracting Integers from -20 to 20 No Parentheses (75 Questions) ✎ Subtracting Integers from -25 to 25 No Parentheses (75 Questions) ✎ Subtracting Integers from -50 to 50 No Parentheses (75 Questions) ✎ Subtracting Integers from -99 to 99 No Parentheses (75 Questions) ✎
• Subtracting Integers Worksheets with 50 Questions Per Page (Some Parentheses) Subtracting Integers from -9 to 9 (50 Questions) ✎ Subtracting Integers from -12 to 12 (50 Questions) ✎ Subtracting Integers from -15 to 15 (50 Questions) ✎ Subtracting Integers from -20 to 20 (50 Questions) ✎ Subtracting Integers from -25 to 25 (50 Questions) ✎ Subtracting Integers from -50 to 50 (50 Questions) ✎ Subtracting Integers from -99 to 99 (50 Questions) ✎
• Subtracting Integers Worksheets with 50 Questions Per Page (All Parentheses) Subtracting Integers from (-9) to (+9) All Parentheses (50 Questions) ✎ Subtracting Integers from (-12) to (+12) All Parentheses (50 Questions) ✎ Subtracting Integers from (-15) to (+15) All Parentheses (50 Questions) ✎ Subtracting Integers from (-20) to (+20) All Parentheses (50 Questions) ✎ Subtracting Integers from (-25) to (+25) All Parentheses (50 Questions) ✎ Subtracting Integers from (-50) to (+50) All Parentheses (50 Questions) ✎ Subtracting Integers from (-99) to (+99) All Parentheses (50 Questions) ✎
• Subtracting Integers Worksheets with 50 Questions Per Page (No Parentheses) Subtracting Integers from -9 to 9 No Parentheses (50 Questions) ✎ Subtracting Integers from -12 to 12 No Parentheses (50 Questions) ✎ Subtracting Integers from -15 to 15 No Parentheses (50 Questions) ✎ Subtracting Integers from -20 to 20 No Parentheses (50 Questions) ✎ Subtracting Integers from -25 to 25 No Parentheses (50 Questions) ✎ Subtracting Integers from -50 to 50 No Parentheses (50 Questions) ✎ Subtracting Integers from -99 to 99 No Parentheses (50 Questions) ✎
• Subtracting Integers Worksheets with 25 Large Print Questions Per Page (Some Parentheses) Subtracting Integers from -9 to 9 (Large Print; 25 Questions) ✎ Subtracting Integers from -12 to 12 (Large Print; 25 Questions) ✎ Subtracting Integers from -15 to 15 (Large Print; 25 Questions) ✎ Subtracting Integers from -20 to 20 (Large Print; 25 Questions) ✎ Subtracting Integers from -25 to 25 (Large Print; 25 Questions) ✎ Subtracting Integers from -50 to 50 (Large Print; 25 Questions) ✎ Subtracting Integers from -99 to 99 (Large Print; 25 Questions) ✎
• Subtracting Integers Worksheets with 25 Large Print Questions Per Page (All Parentheses) Subtracting Integers from (-9) to (+9) All Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-12) to (+12) All Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-15) to (+15) All Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-20) to (+20) All Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-25) to (+25) All Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-50) to (+50) All Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-99) to (+99) All Parentheses (Large Print; 25 Questions) ✎
• Subtracting Integers Worksheets with 25 Large Print Questions Per Page (No Parentheses) Subtracting Integers from (-9) to 9 No Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-12) to 12 No Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-15) to 15 No Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-20) to 20 No Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-25) to 25 No Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-50) to 50 No Parentheses (Large Print; 25 Questions) ✎ Subtracting Integers from (-99) to 99 No Parentheses (Large Print; 25 Questions) ✎
• Vertically Arranged Integer Subtraction Worksheets 3-Digit Integer Subtraction (Vertically Arranged) 3-Digit Positive Minus a Positive Integer Subtraction (Vertically Arranged) 3-Digit Positive Minus a Negative Integer Subtraction (Vertically Arranged) 3-Digit Negative Minus a Positive Integer Subtraction (Vertically Arranged) 3-Digit Negative Minus a Negative Integer Subtraction (Vertically Arranged)

The worksheets in this section include addition and subtraction on the same page. Students will have to pay close attention to the signs and apply their knowledge of integer addition and subtraction to each question. The use of counters or number lines could be helpful to some students.

• Adding and Subtracting Integers Worksheets with 75 Questions Per Page (Some Parentheses) Adding & Subtracting Integers from -9 to 9 (75 Questions) ✎ Adding & Subtracting Integers from -10 to 10 (75 Questions) ✎ Adding & Subtracting Integers from -12 to 12 (75 Questions) ✎ Adding & Subtracting Integers from -15 to 15 (75 Questions) ✎ Adding & Subtracting Integers from -20 to 20 (75 Questions) ✎ Adding & Subtracting Integers from -25 to 25 (75 Questions) ✎ Adding & Subtracting Integers from -50 to 50 (75 Questions) ✎ Adding & Subtracting Integers from -99 to 99 (75 Questions) ✎
• Adding and Subtracting Integers Worksheets with 75 Questions Per Page (All Parentheses) Adding & Subtracting Integers from (-5) to (+5) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-9) to (+9) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-12) to (+12) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-15) to (+15) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-20) to (+20) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-25) to (+25) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-50) to (+50) All Parentheses (75 Questions) ✎ Adding & Subtracting Integers from (-99) to (+99) All Parentheses (75 Questions) ✎
• Adding and Subtracting Integers Worksheets with 75 Questions Per Page (No Parentheses) Adding & Subtracting Integers from -9 to 9 No Parentheses (75 Questions) ✎ Adding & Subtracting Integers from -12 to 12 No Parentheses (75 Questions) ✎ Adding & Subtracting Integers from -15 to 15 No Parentheses (75 Questions) ✎ Adding & Subtracting Integers from -20 to 20 No Parentheses (75 Questions) ✎ Adding & Subtracting Integers from -25 to 25 No Parentheses (75 Questions) ✎ Adding & Subtracting Integers from -50 to 50 No Parentheses (75 Questions) ✎ Adding & Subtracting Integers from -99 to 99 No Parentheses (75 Questions) ✎
• Adding and Subtracting Integers Worksheets with 50 Questions Per Page (Some Parentheses) Adding & Subtracting Integers from -9 to 9 (50 Questions) ✎ Adding & Subtracting Integers from -12 to 12 (50 Questions) ✎ Adding & Subtracting Integers from -15 to 15 (50 Questions) ✎ Adding & Subtracting Integers from -20 to 20 (50 Questions) ✎ Adding & Subtracting Integers from -25 to 25 (50 Questions) ✎ Adding & Subtracting Integers from -50 to 50 (50 Questions) ✎ Adding & Subtracting Integers from -99 to 99 (50 Questions) ✎
• Adding and Subtracting Integers Worksheets with 50 Questions Per Page (All Parentheses) Adding & Subtracting Integers from (-9) to (+9) All Parentheses (50 Questions) ✎ Adding & Subtracting Integers from (-12) to (+12) All Parentheses (50 Questions) ✎ Adding & Subtracting Integers from (-15) to (+15) All Parentheses (50 Questions) ✎ Adding & Subtracting Integers from (-20) to (+20) All Parentheses (50 Questions) ✎ Adding & Subtracting Integers from (-25) to (+25) All Parentheses (50 Questions) ✎ Adding & Subtracting Integers from (-50) to (+50) All Parentheses (50 Questions) ✎ Adding & Subtracting Integers from (-99) to (+99) All Parentheses (50 Questions) ✎
• Adding and Subtracting Integers Worksheets with 50 Questions Per Page (No Parentheses) Adding & Subtracting Integers from -9 to 9 No Parentheses (50 Questions) ✎ Adding & Subtracting Integers from -12 to 12 No Parentheses (50 Questions) ✎ Adding & Subtracting Integers from -15 to 15 No Parentheses (50 Questions) ✎ Adding & Subtracting Integers from -20 to 20 No Parentheses (50 Questions) ✎ Adding & Subtracting Integers from -25 to 25 No Parentheses (50 Questions) ✎ Adding & Subtracting Integers from -50 to 50 No Parentheses (50 Questions) ✎ Adding & Subtracting Integers from -99 to 99 No Parentheses (50 Questions) ✎
• Adding and Subtracting Integers Worksheets with 25 Large Print Questions Per Page (Some Parentheses) Adding & Subtracting Integers from -9 to 9 (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from -12 to 12 (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from -15 to 15 (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from -20 to 20 (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from -25 to 25 (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from -50 to 50 (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from -99 to 99 (Large Print; 25 Questions) ✎
• Adding and Subtracting Integers Worksheets with 25 Large Print Questions Per Page (All Parentheses) Adding & Subtracting Integers from (-9) to (+9) All Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-12) to (+12) All Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-15) to (+15) All Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-20) to (+20) All Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-25) to (+25) All Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-50) to (+50) All Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-99) to (+99) All Parentheses (Large Print; 25 Questions) ✎
• Adding and Subtracting Integers Worksheets with 25 Large Print Questions Per Page (No Parentheses) Adding & Subtracting Integers from (-9) to 9 No Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-12) to 12 No Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-15) to 15 No Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-20) to 20 No Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-25) to 25 No Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-50) to 50 No Parentheses (Large Print; 25 Questions) ✎ Adding & Subtracting Integers from (-99) to 99 No Parentheses (Large Print; 25 Questions) ✎

These worksheets include groups of questions that all result in positive or negative sums or differences. They can be used to help students see more clearly how certain integer questions end up with positive and negative results. In the case of addition of negative and positive integers, some people suggest looking for the "heavier" value to determine whether the sum will be positive of negative. More technically, it would be the integer with the greater absolute value. For example, in the question (−2) + 5, the absolute value of the positive integer is greater, so the sum will be positive.

In subtraction questions, the focus is on the subtrahend (the value being subtracted). In positive minus positive questions, if the subtrahend is greater than the minuend, the answer will be negative. In negative minus negative questions, if the subtrahend has a greater absolute value, the answer will be positive. Vice-versa for both situations. Alternatively, students can always convert subtraction questions to addition questions by changing the signs (e.g. (−5) − (−7) is the same as (−5) + 7; 3 − 5 is the same as 3 + (−5)).

• Scaffolded Integer Addition and Subtraction Positive Plus Negative Integer Addition (Scaffolded) ✎ Negative Plus Positive Integer Addition (Scaffolded) ✎ Mixed Integer Addition (Scaffolded) ✎ Positive Minus Positive Integer Subtraction (Scaffolded) ✎ Negative Minus Negative Integer Subtraction (Scaffolded) ✎

Multiplying and Dividing Integers

Multiplying integers is very similar to multiplication facts except students need to learn the rules for the negative and positive signs. In short, they are:

In words, multiplying two positives or two negatives together results in a positive product, and multiplying a negative and a positive in either order results in a negative product. So, -8 × 8, 8 × (-8), -8 × (-8) and 8 × 8 all result in an absolute value of 64, but in two cases, the answer is positive (64) and in two cases the answer is negative (-64).

Should you wish to develop some "real-world" examples of integer multiplication, it might be a stretch due to the abstract nature of negative numbers. Sure, you could come up with some scenario about owing a debt and removing the debt in previous months, but this may only result in confusion. For now students can learn the rules of multiplying integers and worry about the analogies later!

• Multiplying Integers with 100 Questions Per Page Multiplying Mixed Integers from -9 to 9 (100 Questions) ✎ Multiplying Positive by Negative Integers from -9 to 9 (100 Questions) ✎ Multiplying Negative by Positive Integers from -9 to 9 (100 Questions) ✎ Multiplying Negative by Negative Integers from -9 to 9 (100 Questions) ✎ Multiplying Mixed Integers from -12 to 12 (100 Questions) ✎ Multiplying Positive by Negative Integers from -12 to 12 (100 Questions) ✎ Multiplying Negative by Positive Integers from -12 to 12 (100 Questions) ✎ Multiplying Negative by Negative Integers from -12 to 12 (100 Questions) ✎ Multiplying Mixed Integers from -20 to 20 (100 Questions) ✎ Multiplying Mixed Integers from -50 to 50 (100 Questions) ✎
• Multiplying Integers with 50 Questions Per Page Multiplying Mixed Integers from -9 to 9 (50 Questions) ✎ Multiplying Positive by Negative Integers from -9 to 9 (50 Questions) ✎ Multiplying Negative by Positive Integers from -9 to 9 (50 Questions) ✎ Multiplying Negative by Negative Integers from -9 to 9 (50 Questions) ✎ Multiplying Mixed Integers from -12 to 12 (50 Questions) ✎ Multiplying Positive by Negative Integers from -12 to 12 (50 Questions) ✎ Multiplying Negative by Positive Integers from -12 to 12 (50 Questions) ✎ Multiplying Negative by Negative Integers from -12 to 12 (50 Questions) ✎
• Multiplying Integers with 25 Large Print Questions Per Page Multiplying Mixed Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying Positive by Negative Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying Negative by Positive Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying Negative by Negative Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying Mixed Integers from -12 to 12 (25 Questions; Large Print) ✎ Multiplying Positive by Negative Integers from -12 to 12 (25 Questions; Large Print) ✎ Multiplying Negative by Positive Integers from -12 to 12 (25 Questions; Large Print) ✎ Multiplying Negative by Negative Integers from -12 to 12 (25 Questions; Large Print) ✎

Luckily (for your students), the rules of dividing integers are the same as the rules for multiplying:

Dividing a positive by a positive integer or a negative by a negative integer will result in a positive integer. Dividing a negative by a positive integer or a positive by a negative integer will result in a negative integer. A good grasp of division facts and a knowledge of the rules for multiplying and dividing integers will go a long way in helping your students master integer division. Use the worksheets in this section to guide students along.

• Dividing Integers with 100 Questions Per Page Dividing Mixed Integers from -9 to 9 (100 Questions) ✎ Dividing Positive by Negative Integers from -9 to 9 (100 Questions) ✎ Dividing Negative by Positive Integers from -9 to 9 (100 Questions) ✎ Dividing Negative by Negative Integers from -9 to 9 (100 Questions) ✎ Dividing Mixed Integers from -12 to 12 (100 Questions) ✎ Dividing Positive by Negative Integers from -12 to 12 (100 Questions) ✎ Dividing Negative by Positive Integers from -12 to 12 (100 Questions) ✎ Dividing Negative by Negative Integers from -12 to 12 (100 Questions) ✎
• Dividing Integers with 50 Questions Per Page Dividing Mixed Integers from -9 to 9 (50 Questions) ✎ Dividing Positive by Negative Integers from -9 to 9 (50 Questions) ✎ Dividing Negative by Positive Integers from -9 to 9 (50 Questions) ✎ Dividing Negative by Negative Integers from -9 to 9 (50 Questions) ✎ Dividing Mixed Integers from -12 to 12 (50 Questions) ✎ Dividing Positive by Negative Integers from -12 to 12 (50 Questions) ✎ Dividing Negative by Positive Integers from -12 to 12 (50 Questions) ✎ Dividing Negative by Negative Integers from -12 to 12 (50 Questions) ✎
• Dividing Integers with 25 Large Print Questions Per Page Dividing Mixed Integers from -9 to 9 (25 Questions; Large Print) ✎ Dividing Positive by Negative Integers from -9 to 9 (25 Questions; Large Print) ✎ Dividing Negative by Positive Integers from -9 to 9 (25 Questions; Large Print) ✎ Dividing Negative by Negative Integers from -9 to 9 (25 Questions; Large Print) ✎ Dividing Mixed Integers from -12 to 12 (25 Questions; Large Print) ✎ Dividing Positive by Negative Integers from -12 to 12 (25 Questions; Large Print) ✎ Dividing Negative by Positive Integers from -12 to 12 (25 Questions; Large Print) ✎ Dividing Negative by Negative Integers from -12 to 12 (25 Questions; Large Print) ✎

This section includes worksheets with both multiplying and dividing integers on the same page. As long as students know their facts and the integer rules for multiplying and dividing, their sole worry will be to pay attention to the operation signs.

• Multiplying and Dividing Integers with 100 Questions Per Page Multiplying and Dividing Mixed Integers from -9 to 9 (100 Questions) ✎ Multiplying and Dividing Positive and Negative Integers from -9 to 9 (100 Questions) ✎ Multiplying and Dividing Negative and Positive Integers from -9 to 9 (100 Questions) ✎ Multiplying and Dividing Negative and Negative Integers from -9 to 9 (100 Questions) ✎ Multiplying and Dividing Mixed Integers from -12 to 12 (100 Questions) ✎ Multiplying and Dividing Positive and Negative Integers from -12 to 12 (100 Questions) ✎ Multiplying and Dividing Negative and Positive Integers from -12 to 12 (100 Questions) ✎ Multiplying and Dividing Negative and Negative Integers from -12 to 12 (100 Questions) ✎
• Multiplying and Dividing Integers with 75 Questions Per Page Multiplying and Dividing Mixed Integers from -9 to 9 (75 Questions) ✎ Multiplying and Dividing Positive and Negative Integers from -9 to 9 (75 Questions) ✎ Multiplying and Dividing Negative and Positive Integers from -9 to 9 (75 Questions) ✎ Multiplying and Dividing Negative and Negative Integers from -9 to 9 (75 Questions) ✎ Multiplying and Dividing Mixed Integers from -12 to 12 (75 Questions) ✎ Multiplying and Dividing Positive and Negative Integers from -12 to 12 (75 Questions) ✎ Multiplying and Dividing Negative and Positive Integers from -12 to 12 (75 Questions) ✎ Multiplying and Dividing Negative and Negative Integers from -12 to 12 (75 Questions) ✎
• Multiplying and Dividing Integers with 50 Questions Per Page Multiplying and Dividing Mixed Integers from -9 to 9 (50 Questions) ✎ Multiplying and Dividing Positive and Negative Integers from -9 to 9 (50 Questions) ✎ Multiplying and Dividing Negative and Positive Integers from -9 to 9 (50 Questions) ✎ Multiplying and Dividing Negative and Negative Integers from -9 to 9 (50 Questions) ✎ Multiplying and Dividing Mixed Integers from -12 to 12 (50 Questions) ✎ Multiplying and Dividing Positive and Negative Integers from -12 to 12 (50 Questions) ✎ Multiplying and Dividing Negative and Positive Integers from -12 to 12 (50 Questions) ✎ Multiplying and Dividing Negative and Negative Integers from -12 to 12 (50 Questions) ✎
• Multiplying and Dividing Integers with 25 Large Print Questions Per Page Multiplying and Dividing Mixed Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying and Dividing Positive and Negative Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying and Dividing Negative and Positive Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying and Dividing Negative and Negative Integers from -9 to 9 (25 Questions; Large Print) ✎ Multiplying and Dividing Mixed Integers from -12 to 12 (25 Questions; Large Print) ✎ Multiplying and Dividing Positive and Negative Integers from -12 to 12 (25 Questions; Large Print) ✎ Multiplying and Dividing Negative and Positive Integers from -12 to 12 (25 Questions; Large Print) ✎ Multiplying and Dividing Negative and Negative Integers from -12 to 12 (25 Questions; Large Print) ✎

All Operations with Integers

In this section, the integers math worksheets include all of the operations. Students will need to pay attention to the operations and the signs and use mental math or another strategy to arrive at the correct answers. It should go without saying that students need to know their basic addition, subtraction, multiplication and division facts and rules regarding operations with integers before they should complete any of these worksheets independently. Of course, the worksheets can be used as a source of questions for lessons, tests or other learning activities.

• All Operations with Integers with 50 Questions Per Page (Some Parentheses) All operations with integers from -9 to 9 (50 Questions) ✎ All operations with integers from -12 to 12 (50 Questions) ✎ All operations with integers from -15 to 15 (50 Questions) ✎ All operations with integers from -20 to 20 (50 Questions) ✎ All operations with integers from -25 to 25 (50 Questions) ✎ All operations with integers from -50 to 50 (50 Questions) ✎ All operations with integers from -99 to 99 (50 Questions) ✎
• All Operations with Integers with 50 Questions Per Page (All Parentheses) All operations with integers from (-9) to (+9) All Parentheses (50 Questions) ✎ All operations with integers from (-12) to (+12) All Parentheses (50 Questions) ✎ All operations with integers from (-15) to (+15) All Parentheses (50 Questions) ✎ All operations with integers from (-20) to (+20) All Parentheses (50 Questions) ✎ All operations with integers from (-25) to (+25) All Parentheses (50 Questions) ✎ All operations with integers from (-50) to (+50) All Parentheses (50 Questions) ✎ All operations with integers from (-99) to (+99) All Parentheses (50 Questions) ✎
• All Operations with Integers with 50 Questions Per Page (No Parentheses) All operations with integers from -9 to 9 No Parentheses (50 Questions) ✎ All operations with integers from -12 to 12 No Parentheses (50 Questions) ✎ All operations with integers from -15 to 15 No Parentheses (50 Questions) ✎ All operations with integers from -20 to 20 No Parentheses (50 Questions) ✎ All operations with integers from -25 to 25 No Parentheses (50 Questions) ✎ All operations with integers from -50 to 50 No Parentheses (50 Questions) ✎ All operations with integers from -99 to 99 No Parentheses (50 Questions) ✎

Order of operations with integers can be found on the Order of Operations page:

Order of Operations with Integers

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• CBSE Class 6 Maths Worksheet Chapter 6 Integers - PDF

CBSE Class 6 Maths Worksheet Chapter 6 Integers - Download Free PDF

Do you know what is in tegers in Mathematics? Integers are the whole numbers that include positive numbers l ike 1….2….3….4, negative numbers like -1….-2…..-3……-4, and zero. Integers are always made without a decimal or fraction as these are whole numbers. 

There are three types of integers - positive integers, negative integers , and zero . Positive integers have a “+” sign and negative integers have a “-” sign. But zero is neither negative nor positive, so it has no sign.

Rules of Integers 

Rule 1 

When there are two positive integers, then you must add them.

Example: (+4) + (+6) = +10 (=4+6)

When there are two negative integers, then you must add them.

Example: (-6) + (-4) = 10 (=6+4)

When there is one negative integer and one positive integer, then you must subtract. In this case, always take the sign of the greater or bigger number.

Example: (+5) + (-7) = (+5) + (-5) + (-2) = 0 + (-2) = (-2)

Benefits of Integers Class 6 Worksheet

In Mathematics, integers are considered to be one of the most important numbers. Integers are useful in our daily life too. The idea of Integers is used in various ways. 

For example, money that you give someone is subtracted from your account and on the other hand, the money you take or receive from someone is added to your account. 

Another example of integers is seen in measuring temperature. When the temperature is above zero, it is shown in positive integers, and when the temperature is below zero, then the temperature is shown in negative integers.

The Integers Class 6 worksheets with answers cover all types of exercises on the topic. This worksheet will help all the Class 6 kids in learning integers by referring to well-explained examples of integers. 

Examples of Questions of Integers for Class 6

Here are some integers questions for Class 6 with answers.

1. Write the integer numbers using the number line:

4 more than 6

2 more than -7

7 less than -4

4 less than -

Solution: 

(+6) + (+4) = (+10)

(-7) + (+2) = (-5)

(-4) + (-7) = (-11)

(-8) + (-4) = (-12)

2. Sum these following integers:

125 and -367 

-321, 38, and 187

-47, -300, and 200

(+125) + (-367) = (-242)

(-57) + (+57) = 0

(-321) + (+38) + (+187) = (-321) + (225) = (-96)

(-47) + (-300) + (+200) = (-47) + (-100) = (-147)

3. Find the sum of the following:

(-5) + (-6) + 5 + 7

(45) + (-5) + (-56) + (-4)

(-5) + (-6) + 5 + 7 = (-11) + (+12) = (+1)

(45) + (-5) + (-56) + (-4) = (+40) + (-60) = (-20)

What does Integers Class 6 PDF Consist of?

The free PDF on integers is very helpful for the Class 6 students. It has many problems on integers for Class 6 with answers. 

You can download this PDF on your device for your kids. They can practise the exercises on the PDF before the school examination. All the questions have step-by-step answers for easy understanding.

You can also take a print of this free PDF so that you can use this PDF without any electronic device. You can practise and take notes in the printable PDF.

Experts at Vedantu aim to build a student-friendly study platform where every student can get their study materials free of cost. Vedantu’s educators are constantly upgrading our study contents following the latest CBSE syllabus . We have provided all the study resources on our website with free PDFs.

FAQs on CBSE Class 6 Maths Worksheet Chapter 6 Integers - PDF

1. Are all integer numbers rational numbers?

Yes, all integer numbers are rational numbers. Rational numbers are real numbers and integer numbers come under them.

2. What is the greatest negative (-) integer number in Mathematics?

The greatest negative (-) integer number is -1.

3. What are the integers that come between -11 and -15? What is the greatest integer among them?

The integers that come between -11 and -15 are -12, -13, and -14. Among these integers, -12 is the greatest integer.

4. What are the applications of integers in real life?

Integers are used in our daily life to show the score of a game (football, cricket, baseball), give reviews of a book or movie, measure money, temperature, etc. 

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Grade 6 Integers Worksheets

Grade 6 maths integers multiple choice questions (mcqs).

1. 2 subtracted from 7 gives: (a) -9 (b) 5 (c) -5 (d) 9

2. 5 added to – 5 gives: (a) 10 (b) -10 (c) 0 (d) -25

3. The number 3 less than -2 is: (a) -1 (b) 1 (c) 5 (d) -5

4. Which of the following numbers is to the right of -3 on number line? (a) -4 (b) -2 (c) -12 (d) -13

5. The number of integers between -2 and 2 is: (a) 5 (b) 4 (c) 3 (d) 2

6. The opposite of -7 is: (a) -6 (b) 6 (c) 5 (d) 7

7. In addition and subtraction of the integers the sign of answer depends upon: (a) smaller Number (b) their Difference (c) their Sum (d) greater numerical value

• CBSE Worksheets for Class 6 Maths Integers Assignment 1
• CBSE Worksheets for Class 6 Maths Integers Assignment 2
• CBSE Worksheets for Class 6 Maths Integers Assignment 3
• CBSE Worksheets for Class 6 Maths Integers Assignment 4
• CBSE Worksheets for Class 6 Maths Integers Assignment 5
• CBSE Worksheets for Class 6 Maths Integers Assignment 6
• CBSE Worksheets for Class 6 Maths Integers Assignment 7
• CBSE Worksheets for Class 6 Maths Integers Assignment 8
• CBSE Worksheets for Class 6 Maths Integers Assignment 9
• CBSE Worksheets for Class 6 Maths Integers Assignment 10
• CBSE Worksheets for Class 6 Maths Integers Assignment 11

8. Which of the following number is greater than -1? (a) -2 (b) -10 (c) 0 (d) -3

9. 7 steps to the left of 4 on number line gives: (a) 3 (b) 11 (c) -11 (d) -3

10. What will be the opposite of 3 km south? (a) 3 km east (b) 3 km north (c) 3 km north east (d) 3 km west

11. Which of the following set of numbers is in descending orders? (a) 2, -2, 1, -1 (b) 0, 1, 2, 3 (c) 1, 0, -1, -2 (d) -3, -2, -1, 0

12. Sum of -10, – 5 and 12 is: (a) 27 (b) -3 (c) 3 (d) -27

13. Which of the following statement is false? (a) -4 > -5 (b) -4 < 5 (c) 4 < -5 (d) 4 > -5

14. Which of the following is in increasing order? (a) 0, 1, -1 (b) -1, -2, -3 (c) -1, 0, 1 (d) -1, 1, -2

15. Which of the following number forms a pattern? (a) -6, -3, 0, 3 (b) -5, -3, -2, 0 (c) 0, 2, 3, 4 (d) 1, 2, 4, 6

16. Which of the following will give answer with negative sign? (a) -48 + 79 (b) -40 + 40 (c) -18 + 30 (d) 48 + (-39)

17. What will be the additive inverse of -1? (a) -2 (b) -1 (c) 0 (d) 1

18. Sum of a negative and a positive integer is: (a) always negative (b) either positive or negative (c) always positive (d) zero

19. The pair of integers whose sum is -5: (a) 1, -4 (b) -1, 6 (c) -3, -2 (d) 5, 0

20. 39 – 50 is: (a) Not possible (b) -89 (c) -11 (d) 10

Class 6 Maths Integers True (T) or False (F)

1. (-8) + ……………. = 0 2. 13 + ………………. = 0 3. 12 +(-12) = …………… 4. (-4) + …………….. = -12 5. …………… -15 = -10

Class 6 Maths Integers Write the following numbers with appropriate signs:

1. 100 m below sea level 2. 25°c above 0°c temperature 3. 15°c below 0°c temperature 4. any five numbers less than 0

Class 6 Maths Integers Very Short Answer Type Questions

1. Represent +5 and -3 on the number line. 2. Write five negative integers greater than -10. 3. How many integers lie between -5 and 4? 4. Write the following integers in ascending order: -5, -7, -2, 3, 0, 7 5. Find the sum (-7) + (-9) + 4 – 16. 6. Find : 50 – (-40) + (-20).

Class 6 Maths Integers Short Answer Type Questions

1. Write opposite of the following: (a) Increase in height (b) Loss of ₹ 500 (c) 10 Km. South (d) 50 m below sea level 2. A man is standing at -5 on the number line. In which direction and how many steps should he move to reach at -11? 3. In the following pairs, which number is to the right of the other on the number line? (a) 0 and -3 (b) -7 and 7 (c) -1000 and 4 4. Solve without using the number line. (a) (-7)-8-(-23) (b) 4 – (-8) + (-7) – (-8)

Class 6 Maths Integers Long Answer Type Questions

1. (a) Subtract-31 from 50. (b) Subtract 50 from -31. 2. Subtract the sum of -16 and -26 from the sum of 25 and -40. 3. Simplify : 1 + (-3) + 5 + (-7) + 9 + (-11) + 13 + (-15)

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INTEGERS Grade 6

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Integers Questions

Integer questions for practice with solutions are provided here for students to help them in their examinations. All questions are important from the exam point of view, these questions are in accordance with the latest CBSE/ICSE syllabus for class 6 and 7 maths. It is recommended for all students to attempt these questions for a final touch-up for their preparations for examination.

For more resources: Integers Worksheets for Classes 6 and 7

Integers are a set of positive and negative whole numbers along with zero. The set of integers is denoted by Z .

Learn more about Integers .

Integers Questions with Solutions

Practice these questions on integers to improve your understanding, skill and speed of solving questions.

Question 1: Evaluate the following:

(i) 22 – ( –87)

(ii) 198 + ( –12)

(iii) –16.87 – 30

(iv) – 19 + 34 – 34

(i) 22 – ( –87) = 22 + 87 = 109

(ii) 198 + ( –12) = 198 – 12 = 186

(iii) –16.87 – 30 = – (16.87 + 30) = – 46.87

(iv) – 19 + 34 – 34 = –19 + 0 = –19

Question 2: Find the additive inverse of the following:

Additive inverse of 23 is –23 such that;

23 + (–23) = 0 = (–23) + 23

Additive inverse of 108 is –108 such that;

108 + (–108) = 0 = (–108) + 108

Additive inverse of 476 is –476 such that;

476 + (–476) = 0 = (–476) + 476

Additive inverse of –39 is –(–39) = 39 such that;

–39 + 39 = 0 = 39 + (–39)

Question 3: Verify a + (b + c) = (a + b) + c for the following:

(i) a = 2, b = 0, c = –9

(ii) a = 34, b = 90, c = –1

L.H.S = a + (b + c) = 2 + (0 + 9)

= 2 + 9 = 11

R.H.S = (a + b) + c = (2 + 0) + 9

∴ L.H.S = R.H.S

L.H.S = a + (b + c) = 34 + {90 + (–1)}

34 + {90 – 1}

= 34 + 89 = 123

R.H.S = (a + b) + c = (34 + 90) + (–1)

= 124 + (–1)

= 124 – 1 = 123

• Number System
• Ratio and Proportion
• Real Numbers

Question 4: Evaluate using properties:

(i) 89 – 58 + 28 – (–32)

(ii) 193 + 208 – {29 – (367)}

(iii) 56 – 34 + 235 – (123)

(iv) (84 – 34) × (84 + 45)

= 89 – 58 + 28 + 32

= 89 – 58 + (28 + 32) {associativity}

= 89 – 58 + 60

= (89 + 60) – 58 {commutativity and associativity}

= 149 – 58 = 91

= 193 + 208 – {29 – 367}

= 193 + 208 – (–338)

= 193 + 208 + 338

= (193 + 208) + 338 {associativity}

= 401 + 338 = 739.

= 56 – 34 + 235 – 123

= (56 + 235) – (34 + 123) {commutativity and associativity}

= 291 – 157

= {84 + (–34)} × (84 + 45)

= 84 × (–34 + 45) {distributivity of multiplication over addition}

Question 5: Write ‘true’ or ‘false’ for the following:

(i) Zero is the smallest integer.

(ii) –10 is smaller than –7.

(iii) 1 is the smallest positive integer.

(iv) –1 is the smallest negative integer.

(v) Sum of two negative integers is a positive integer.

(i) Zero is the smallest integer. (False)

(ii) –10 is smaller than –7. (True)

(iii) 1 is the smallest positive integer. (True)

(iv) –1 is the smallest negative integer. (False)

(v) Sum of two negative integers is a positive integer. (False)

Question 6: Evaluate:

(i) (–4) × (–15) × (–33)

(ii) (–1) × (–1) × (–1) × … 100 times

(iii) (–7) × (–4) × 5

= – (4 × 15 × 33)

= (– 1) 100

= 1 {∵ 100 is an even number}

= (7 × 4) × 5

Question 7: In a class test containing 20 questions, 5 marks are awarded for each correct answer and 2 marks is deducted for each wrong answer. If Riya get 15 correct answers out of all the questions attempted. What is her total score?

Number of questions = 20

Marks awarded for corrected answer = 5

Marks awarded for wrong answer = –2

Number questions attempted correctly = 15

Number questions not attempted correctly = 5

Her total score = (15 × 5) + (–2 × 5) = 75 – 10 = 65

Question 8: An elevator descends at the rate of 4 m/min. If the elevator start descending 25 m above the ground level, how long will it take to cover –450 m? ‘

Given, the elevator is at 25 m above the ground level and have to reach 450 m below the ground level.

Distance have to be covered = 25 – (–450) = 475 m

Speed of the elevator = 4 m/min

Time taken = 475/4 = 118.75 min.

Question 9: What number should be added to the sum of 345 and 67 to make it equal to the smallest 3-digit number?

Smallest 3-digit number = 100

Now, 345 + 67 = 412

412 – 100 = 312

Thus, 412 + (–312) = 100

Question 10: During summer, the temperature within a room is 37 o C. If an air conditioner cools the room by 5 o C/min. What will be the temperature of the room after 5 minutes of switching on the air conditioner?

Temperature of the room before switching on the air conditioner = 37 o C

Rate of cooling = –5 o c/min

Temperature of the room after switching on the air conditioner for 5 min = 37 – (5 × 5)

= 37 – 25 = 12 o C.

Video Lesson on Number Sytem

Related Articles

• Linear Equations Questions
• Real Numbers Questions
• Compound Interest Questions
• Polynomials Questions

Practice Questions on Integers

1. Evaluate the following:

(i) 34 – 56 + (–18)

(ii) [32 – 17] × [32 + 90]

(iii) 12 – 25 + (–35) + 2.9

(iv) 34 – 56 + 13 – ( –37)

2. A dishonest shopekeeper uses a weighing machine which 900 g as 1kg. If cost of per kg sugar is ₹ 40. How more money did the shopekeeper earned by selling 3 kg sugar to the customer.

3. An air conditioner cools a room by 4 o C/min. If the temperature of the room is 45 o C before switching on the air conditioner. Find temperature of the room after switching on the air contioner for 6 min.

4. Write true or fallse for the following statements:

(i) Zero is a positive integer.

(ii) –1 is greatest negative integer.

(iii) Sum of a positive integer and a negative integer is always a positive integer.

(iv) Division of integers is always an integer.

(v) Multiplication of a positive integer and a negative integer is always a negative integer.

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Adding integers with missing addends

Integer worksheets: adding integers with missing numbers.

Below are six versions of our grade 6 math worksheet on addition of integers; students must find the number missing from the addition equation. These worksheets are pdf files .

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