




























Part -1
Academic Author: Muskan Panjwani
Book Production: Sneha Sharma, Prerna Raswal
VP, Learning: Abhishek Bhatnagar
All products and brand names used in this book are trademarks, registered trademarks or trade names of their respective owners.
© Uolo EdTech Private Limited
First published in 2025
This book is sold subject to the condition that it shall not by way of trade or otherwise, be lent, resold, hired out, or otherwise circulated without the publisher’s prior written consent in any form of binding or cover other than that in which it is published and without a similar condition including this condition being imposed on the subsequent purchaser and without limiting the rights under copyright reserved above, no part of this publication may be reproduced, stored in or introduced into a retrieval system, or transmitted in any form or by any means, electronic, mechanical, photocopying, recording or otherwise, without the prior written permission of both the copyright owner and the above-mentioned publisher of this book.
Book Title: Assessment Booklet Mathematics 5 Part-I
ISBN: 978-93-49697-98-0
Published by Uolo EdTech Private Limited
Corporate Office Address: 91Springboard, 3rd Floor
145, Sector 44, Gurugram, Haryana 122003
CIN: U74999DL2017PTC322986
Illustrations and images: www.shutterstock.com, www.stock.adobe.com and www.freepik.com
All suggested use of the internet should be under adult supervision.
Assessments are more than just a means of measuring progress—they are essential tools to guide and enrich a child’s learning journey. This Assessment Booklet has been carefully structured to support teachers in the process of evaluating student learning at regular intervals, while reinforcing key concepts.
Each grade includes two booklets per subject, structured into Part I and Part II to ensure systematic and continuous assessment. Each booklet provides three test papers—two Periodic Assessments and one Term-End Paper—offering a balanced approach to evaluating students’ progress. This structured format allows for regular checkpoints in the learning process, enabling educators to track student performance at different stages and adapt their teaching strategies to meet individual learning needs.
Rooted in the principles of the National Curriculum Framework (NCF), this booklet promotes competencybased learning by prioritising conceptual understanding, problem-solving, and critical thinking over rote memorisation. A carefully designed blend of objective and subjective questions supports different learning styles, while application-based and interdisciplinary questions help students make deeper connections across subjects.
Designed for teachers, this booklet features ready-to-use, perforated sheets for easy distribution and efficient assessment management. It includes ten copies of each of the three assessments, ensuring seamless classroom use.
Beyond academic skills, these assessments encourage students to think independently, apply their knowledge in new contexts, and develop confidence in their problem-solving abilities. By engaging with a variety of question types—ranging from reasoning-based exercises to application-oriented tasks—students are not just preparing for exams but building essential skills for lifelong learning.
This booklet is a practical resource for teachers, students, and parents, ensuring that assessments are purposeful, skill-driven and aligned with real learning needs.
Assess, reflect, and grow—because every learning milestone matters.
AssessmentChapters IncludedTotal
Periodic
Assessment – 1
Periodic Assessment – 2
Ch 1 – Numbers up to 8 Digits
Ch 2 – Operations on Numbers
Ch 3 – Factors and Highest Common Factor
Ch 4 – Multiples and Least Common Multiples
Ch 5 – Fractions
Ch 6 – Operations on Fractions
Ch 7 – Introduction to Decimals
Ch 8 – Operations with Decimals
20 marks45 mins10 copies
20 marks45 mins10 copies
Term Examination – 1
Ch 1 – Numbers up to 8 Digits
Ch 2 – Operations on Numbers
Ch 3 – Factors and Highest Common Factor
Ch 4 – Multiples and Least Common Multiples
Ch 5 – Fractions
Ch 6 – Operations on Fractions
Ch 7 – Introduction to Decimals
Ch 8 – Operations with Decimals
40 marks 1 hr 30 mins 10 copies
Scan this QR code on the UOLO Teach app to access the answer keys.
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest numberStudent
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568 B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20
Student 1
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest numberStudent
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568 B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20
Student 2
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20 Student 3
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568 B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20
Student 4
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20
Student 5
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20 Student 7
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20 Student 8
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest number -
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Choose the correct option. (2 marks)
A. The place value of 5 in 74095230 is
a. 50
c. 5000
b. 500
d. 50,000
B. Sixty-six lakh one thousand four hundred seventy in figures is
a. 6,14,720
c. 6,60,147
b. 66,10,470
d. 66,01,470
C. The expanded form of 13294190 in Indian number system is
a. 10,00,000 + 3,00,000 + 20,000 + 9,00,000 + 4000 + 100 + 90
b. 1,00,00,000 + 30,00,000 + 2,00,000 + 90,000 + 4000 + 100 + 90
D. 10 million is equal to
a. 1 crore
c. 10 crores
b. 1 lakh
d. 10 lakhs
2. Form the greatest and the smallest 8-digit number using the digits (2 marks) 1, 8, 6, 0, 9, 5, 2 and 4, without repeating any digit.
Greatest number -
Smallest numberStudent
3. Look at the Venn diagram. Answer the questions. (2 marks)
A. The factors of 18 are .
B. The common factors of 12 and 8 are .
C. The factors that are common to 12 and 18 and not to 8 are .
D. The HCF of 8, 12 and 18 is .
4. Solve to find the answer. Show your work. (2 marks)
A. 87,687 + 46,568
B. 7,99,098 – 2,67,548
5. Circle the errors in the given factor tree and redraw the factor tree (2 marks) correctly. Also write the prime factorisation of the number 120.
Prime factorisation of 120:
6. Find the LCM of the following numbers. (2 marks)
A. 25, 45 B. 12, 16 and 20 Student 10
7. Round off the following to the nearest tens, hundreds and thousands. (2 marks)
A. 2,76,87,519
B. 78,57,423
8. Simplify: 420 – 12 + 36 ÷ 3 × 5 (2 marks)
9. Leena and Jack are organizing a game day at school. Leena’s team meets (2 marks) every 6 days, and Jack’s team meets every 8 days. They both had a meeting today. How many days will it be until both teams meet again on the same day?
10. A town has a total population of 4,00,000. The population of females is (2 marks) 1,20,500 and the population of males is 1,50,800. Read the statements and answer the question given below.
Statement 1: The population of children is 1,28,700, which is 8,200 more than the population of females in the town.
Statement 2: The population of females and children together is less than the population of males.
Is statement 1 true or statement 2? Are they both true?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
Student 1
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
Student 2
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4 Student 3
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
Student 4
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
Student 5
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4 Student 6
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4 Student 7
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Time: 45 mins
Name:
Max. Marks: 20 Marks
Class: Roll No.: Date:
1. Write true or false. (2 marks)
A. The reciprocal of every fraction is a proper fraction.
B. 0 ÷ any fraction = 1.
C. The reciprocal of 1 is 1.
D. Reciprocals are the multiplicative inverse of each other.
2. Write the fractions shown in the given figures. Arrange them in (2 marks) ascending order.
Ascending order:
3. Which is more—the product of 5 and 6 5 or the sum of 1 1 4 and 2 4 5 ? (2 marks)
Product of 5 and 6 5 =
Sum of 1 1 4 and 2 4 5 =
4. Shade the grids to show the decimals. (2 marks)
A. 1.2
B. 0.89
5. Fill in the boxes to make the given fractions equivalent. (2 marks)
A. 60 90 = 3
B. 4 8 = 28
6. Add and subtract the given fractions. (2 marks)
A. 17 24 –5 8
B. 15 6 + 26 4
7. Fill in the blanks. (2 marks)
A. 4.3
B. Fourteen point six
C. 62.8
Words
D. Eight hundred forty point four
8. Multiply using the grid: 0.3 × 5 (2 marks)
0.3 × 5 =
9. Convert 4 5 into a decimal number and percentage. (2 marks)
Decimal number -
Percentage -
10. Read the table showing the height of 4 students. Answer the (2 marks) questions below.
A. What is the total height of Ruhaan and Vinay?
B. What is the total height of Vinay and Aakash?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000 Student 1
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000 Student 4
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
Marks
1. Write the numbers for the following number names in both the Indian (4 marks) and international number systems. Number Names
A. Nine crore eight lakh fifty thousand two
B. Seventy million six hundred fifteen thousand two hundred thirty-nine
2. Solve. (4 marks)
3. Circle the error in the HCF of 84 and 18 that is shown below. (2 marks) Find the correct HCF.
4. The product of two numbers is 80. If the LCM of the two numbers is 40, (2 marks) what is the HCF of the two numbers? Tick ( ) the correct answer.
2
5. Compare the following fractions using >, <, =. (4 marks)
6. Find 9 4 of 7 2 . (2 marks)
7. Tick ( ) if the decimals are like and cross (✗) if the decimals are unlike. (2 marks)
A. 3.2 and 5.25
10.3 and 321.8
11.33 and 791.56
54.1 and 64.58
8. Solve. (4 marks)
25.6 × 10
16.478 × 100
353.2 ÷ 10
93 ÷ 1000
9. Simplify. (4 marks) A. 44 + 2 × 5 − 9 ÷ 9
160 − 4 + 8 ÷ 2 × 30
10. Seerat goes swimming every 4 days, her brother Kabir plays soccer (4 marks) every 6 days, and their friend Luna plays tennis every 12 days. They all start their activities on the same day. How many days will it take before they all do their activities on the same day again?
11. Divide 1 2 by 1 4 visually. (4 marks)
12. Chitra is buying supplies for school. She purchases: (4 marks) a folder for ₹18.90, a marker for ₹24.45, a ruler for ₹3.00 and a binder for ₹6.60. If Chitra has ₹60.00, how much money will she have left after buying the supplies?
This assessment booklet is thoughtfully designed to support teachers in evaluating student learning at regular intervals, while reinforcing key concepts. Each booklet includes three structured test papers—two Periodic Assessments and one Term Examination—ensuring a balanced approach to student evaluation. These ready-to-use, perforated question papers come with built-in writing space. Teachers can simply tear and share!
Aligned with competency-based learning, these assessments emphasize conceptual understanding, problem-solving, and critical thinking, moving beyond rote memorization.
Uolo partners with K-12 schools to provide technology-enabled learning programs. We believe that pedagogy and technology must come together to deliver scalable learning experiences that generate measurable outcomes. Uolo is trusted by over 15,000+ schools across India, Southeast Asia and the Middle East.
ISBN 978-93-49697-98-0