➕➖ Grade 5 Integers

Grade 5 Integers Worksheet – Free Online Practice

DigiSadhan's Grade 5 Integers worksheet gives students repeated practice with positive and negative whole numbers through interactive questions, visual number lines and real-life situations.

Grade 5 Integers Worksheets Free Online: Build strong integer skills with DigiSadhan's free interactive Grade 5 Integers online practice worksheet. Generate up to 1,000 unique questions and practise positive and negative integers, comparing and ordering numbers, integer addition, subtraction, multiplication and division, number-line movement, absolute value and real-world integer word problems. Choose Easy, Medium or Challenge difficulty, select a question style, start a timed or untimed test and shuffle the entire worksheet whenever you want a fresh set. Kid-friendly graphics and number-line visuals make abstract integer ideas easier to understand on phones, tablets and computers. Students enter answers directly below every question and click Check Answer for instant feedback. Correct answers turn green with a fun animation and sound, while incorrect answers turn red with a gentle retry animation and sound. Show Answer is locked until the question has been checked, and the complete answer key remains hidden until the test is completed. A live progress bar shows improvement, while the final result displays score, percentage and performance feedback. Download the full worksheet as a PDF for homework, classroom practice, tutoring or revision. This Grade 5 integer practice tool is designed for students, parents, teachers and homeschool learners who want flexible, repeatable and engaging math practice.

600+ Word Worksheet Practice Description

Integers are whole numbers that include positive numbers, negative numbers and zero. Grade 5 students benefit from learning how integers behave because these numbers appear in temperatures, elevations, money changes, game scores, gains and losses, and many other real-world situations. This practice worksheet provides a structured way to build confidence by combining computation, comparison, visual reasoning and word problems.

One of the first important ideas is the integer number line. Zero is the center point. Positive integers are located to the right of zero, while negative integers are located to the left. Moving right means the value increases; moving left means the value decreases. Therefore, −2 is greater than −7 because −2 is farther to the right. A useful rule is: On a number line, the integer farther right is greater.

Students should also understand absolute value. Absolute value tells how far a number is from zero without considering direction. The absolute value of −8 is 8, and the absolute value of +8 is also 8. The symbol is written with vertical bars, so |−8| = 8. Absolute value is especially useful when comparing distance, temperature changes and other measurements.

When adding integers with the same sign, add their absolute values and keep the common sign. For example, −6 + −4 = −10. When the signs are different, subtract the smaller absolute value from the larger absolute value and keep the sign of the number with the greater absolute value. For example, −9 + 5 = −4. The key formula is Different signs: subtract absolute values and keep the sign of the larger absolute value.

Subtracting integers becomes easier when students use the keep-change-change strategy: keep the first number, change subtraction to addition, and change the sign of the second number. Thus, 7 − (−3) becomes 7 + 3 = 10. Likewise, −5 − 4 becomes −5 + (−4) = −9. Students should always pay attention to parentheses because the sign belongs to the number.

For multiplying integers, the sign rule is simple. A positive multiplied by a positive is positive. A negative multiplied by a negative is positive. A positive multiplied by a negative is negative, and a negative multiplied by a positive is negative. In short, same signs → positive; different signs → negative. The same sign rule applies to integer division when the quotient is an integer.

For division of integers, students can first divide the absolute values and then determine the sign. For example, −24 ÷ 6 = −4, while −24 ÷ −6 = 4. This two-step method helps students separate the calculation from the sign decision. The worksheet uses whole-number results for division questions so students can focus on integer concepts rather than remainders or decimals.

Comparing integers requires careful attention to negative numbers. A positive integer is always greater than a negative integer, and zero is greater than every negative integer. Between two negative numbers, the one with the smaller absolute value is greater. For example, −3 > −9 because −3 is closer to zero. Students can confirm these comparisons visually by placing the numbers on a number line.

Ordering integers means arranging them from least to greatest or greatest to least. For least to greatest, move from the farthest left number on the number line toward the right. For greatest to least, reverse the direction. This skill is useful when comparing temperatures, elevations and financial changes.

Integer word problems connect classroom mathematics with real situations. A temperature that drops 6 degrees can be represented by −6. A diver moving 12 meters below sea level can be represented as −12. A bank account increase can be positive, while a withdrawal can be negative. Students should identify the starting value, the change and the operation before calculating the answer.

This online worksheet is built for repeated practice. The question generator creates fresh combinations, while the shuffle option lets students begin another unique worksheet without leaving the page. The timer can be turned off for relaxed learning or selected for test-style practice. Each question has its own answer box and Check Answer button, so students receive immediate feedback without revealing the answer before they make an attempt.

The visual interface is designed especially for young learners. Large buttons, readable text, colorful integer graphics and responsive answer boxes make the tool comfortable on mobile phones and tablets. The progress bar shows how much of the worksheet has been completed. At the end, students receive a score and percentage, and the full answer key becomes available. A PDF download option also makes the generated questions useful beyond the browser.

Teachers and parents can use this practice tool for warm-up activities, homework, revision, tutoring and independent study. Students can choose a small set of questions for daily practice or generate hundreds for intensive revision. The most important goal is not speed alone but accuracy and understanding. Encourage students to use the number line, apply the sign rules and check whether each answer makes sense before moving to the next question.

Important Integer Formulas & Rules

• Number Line: Right = greater; left = smaller.
• Absolute Value: |a| = distance of a from 0.
• Add Same Signs: Add absolute values and keep the sign.
• Add Different Signs: Subtract absolute values and keep the sign of the larger absolute value.
• Subtract: a − b = a + (−b).
• Multiply / Divide: Same signs → positive; different signs → negative.
• Zero: 0 is greater than every negative integer and less than every positive integer.

How to Use This Integer Practice Tool

1. Select the number of questions, difficulty, question style and timer.
2. Click Start New Test to unlock the worksheet.
3. Read the signs carefully and use the number-line graphic when useful.
4. Enter an answer and click Check Answer.
5. Use Show Answer only after checking your response.
6. Use Shuffle Whole Worksheet to generate a fresh practice set.
7. Complete the test to unlock the final score and full answer key.