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Important Questions and Answers for Class 8 Maths Chapter 5 Number Play 2025-26

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Number Play Class 8 Worksheet with Answers for Exam Practice

Explore Important Questions Class 8 Maths Chapter 5 Number Play using Vedantu’s number play class 8 worksheet with answers. This page helps you understand core concepts in Class 8 Maths by practicing questions that often appear in school exams.


Each question here is paired with clear answers based on class 8 maths chapter 5 number play solutions. You will find different types of questions, from MCQs to long answers, so you can prepare for any test format easily.


These important questions guide your revision and improve exam confidence. Download the Important Questions PDF for free and get ready for your Class 8 Maths Chapter 5 exams with Vedantu’s trusted materials.


Number Play Class 8 Worksheet with Answers for Exam Practice

1. Multiple choice questions.


1. Which of the following expressions will always result in an even number for any integers p and q?


  • (a) 3p + 2q
  • (b) 5p + 4q
  • (c) 4p + 2q
  • (d) 5p + q

Answer: (c) 4p + 2q


2. If a number leaves a remainder of 3 when divided by 5, which form does it always follow?


  • (a) 5k + 1
  • (b) 5k + 3
  • (c) 5k + 2
  • (d) 3k + 5

Answer: (b) 5k + 3


3. What is the digital root of the number 847265?


  • (a) 5
  • (b) 4
  • (c) 6
  • (d) 8

Answer: (b) 4


4. The sum of an even number and an odd number is always:


  • (a) Even
  • (b) Odd
  • (c) Prime
  • (d) Multiple of 6

Answer: (b) Odd


2. Very Short Answer (VSA).


1. Define parity in mathematics.


Answer: Parity refers to whether a number is even or odd. An even number is divisible by 2, while an odd number leaves a remainder of 1 when divided by 2.


2. What is the digital root of 763?


Answer: The digits add to 7 + 6 + 3 = 16; 1 + 6 = 7. So, the digital root of 763 is 7.


3. Give an example of an algebraic expression that is always even.


Answer: The expression 4m + 2q, where m and q are integers, is always even.


4. Fill in the value: 35 leaves a remainder of ___ when divided by 4.


Answer: 3


3. Short Answer Questions.


1. Explain, with reasons, why the sum of any four consecutive numbers is always even.


Answer: Let the four consecutive numbers be $n, n+1, n+2, n+3$. Their sum is $n + (n+1) + (n+2) + (n+3) = 4n + 6 = 2(2n + 3)$, which is always even as it is divisible by 2 for any integer n.


2. A number when divided by both 3 and 4 leaves a remainder of 2. Write an algebraic expression for all such numbers.


Answer: The required number must be 2 more than a common multiple of 3 and 4. So, the numbers are of the form $12k + 2$, where $k$ is any integer.


3. How does the shortcut for checking divisibility by 9 work for any number?


Answer: To check if a number is divisible by 9, add all its digits. If their sum is divisible by 9, so is the number. This works because each place value (like 10, 100, etc.) leaves a remainder of 1 when divided by 9.


4. A number is 3 more than a multiple of 5. List five such numbers between 10 and 30.


Answer: The numbers are 13, 18, 23, 28, and 33. Each can be written as $5k + 3$ for $k = 2, 3, 4, 5, 6$ respectively.


4. True or False Questions.


1. The product of two consecutive integers is always a multiple of 2.


Answer: True


2. The sum of two numbers with even parity is always odd.


Answer: False


3. If a number is divisible by both 4 and 9, it must be divisible by 36.


Answer: True


4. The sum of three consecutive even numbers is always divisible by 6.


Answer: True


5. If a number is divisible by 7, it is also divisible by any multiple of 7.


Answer: False


3. Fill in the Blanks Questions.


1. A number that leaves a remainder of 2 when divided by 3 can be written in the form ______.


Answer: 3k + 2


2. The remainder when 427 is divided by 9 is ____.


Answer: 4


3. The sum of two even numbers that are not multiples of 4 always gives a multiple of _____.


Answer: 4


4. A number is divisible by 10 if and only if its units digit is _____.


Answer: 0


5. The digital root of any multiple of 9 is always ______.


Answer: 9


Why Number Play Is Essential in Class 8 Maths

Number play in class 8 maths builds strong logic and problem-solving. Our number play class 8 worksheet with answers helps you practice the latest exam-style questions. These worksheets are designed with stepwise solutions and tips as per CBSE 2025-26.


Get class 8 maths chapter 5 number play solutions in a simple language, perfect for revision. Whether you use the class 8 maths chapter 5 solutions pdf or attempt MCQs and figure-it-out problems, you’ll understand core concepts easily. Worksheets include parity, divisibility, digital roots, and more.


Explore all key areas with number play class 8 pdf, number patterns, and test paper questions. The practice sheets and important questions class 8 maths chapter 5 number play with answers make math learning interesting, giving you confidence in algebra and logic for exams.


FAQs on Important Questions and Answers for Class 8 Maths Chapter 5 Number Play 2025-26

1. What types of important questions should I focus on for Class 8 Maths Chapter 5 Number Play?

For Class 8 Maths Chapter 5 Number Play, focus on MCQs, short answers (1–2 marks), and long answer questions (3–5 marks). Practice worksheets and test papers with a mix of calculation, reasoning, and figure-based questions for complete preparation. Cover both conceptual and practice-based problems to score well.

2. How can I quickly revise important questions before an exam?

Revise using important questions class 8 maths chapter 5 number play worksheets and PDFs with answers. Highlight marking keywords, review stepwise solutions, and practice with sample papers. Use these revision tips:

  • Solve at least 3–5 MCQs daily
  • Attempt 1–2 long answer questions with full working
  • Review previous mistakes and fixes

3. Where can I get a PDF of important questions and answers for Number Play Class 8?

You can find the important questions class 8 maths chapter 5 number play pdf download on reliable educational sites like Vedantu. These PDFs include MCQs, worksheets, and detailed stepwise answers, helping you revise exam-focused questions quickly and offline.

4. What are the high-weightage subtopics for important questions in Chapter 5 Number Play?

Focus on number patterns, divisibility rules, and problem-solving based on figures. These areas often have high-weightage exam questions. Go through worksheet-based problems and revision PDFs to cover these subtopics thoroughly before tests.

5. Are MCQs and worksheets enough for scoring well in the Number Play chapter?

MCQs and worksheets give you good practice, but combine them with short and long answer questions from the chapter. Try solving case-based or application questions to strengthen understanding and scoring across all question formats.

6. How should I structure my answers to get full CBSE marks for important questions?

Follow this exam-friendly answer structure:

  • Write direct, stepwise solutions
  • Use key terms and underlined main points
  • Draw neat figures if required
  • Check for calculation errors before finishing

7. What are some common mistakes students make with important questions in Class 8 Maths Number Play?

Students often miss marks by skipping stepwise working or not reading the question carefully. Avoid these mistakes:

  • Not writing reasons for divisibility rules
  • Leaving answers without figures where asked
  • Missing keywords in written answers