CBSE Class 6  >  Class 6 Notes  >  Mathematics  >  Unit Test: Number Play

Unit Test: Number Play

Time: 1 hour M.M. 20 

Attempt all questions. 

  • Question numbers 1 to 5 carry 1 mark each. 
  • Question numbers 6 to 8 carry 2 marks each. 
  • Question numbers  9 to 11 carry 3 marks each. 

Q1: What is the estimated sum of 645 + 876?    (1 mark)
(a) 1300
(b) 1400
(c) 1500
(d) 1600

Q2: What is the estimated difference of 812 - 493?    (1 mark)
(a) 200
(b) 250
(c) 300
(d) 350

Q3: Which of the following sets of numbers adds up to 24,539?    (1 mark)
(a) 5-digit number = 21,000, 3-digit number = 539
(b) 5-digit number = 20,000, 3-digit number = 439
(c) 5-digit number = 24,000, 3-digit number = 539
(d) 5-digit number = 19,000, 3-digit number = 539

Q4: Which of the following is a 3-digit palindrome that can be formed using the digits 1, 2, and 3?    (1 mark)
(a) 111
(b) 122
(c) 123
(d) 132

Q5: Which of the following numbers has digits that add up to 14?    (1 mark)
(a) 59
(b) 67
(c) 85
(d) 92

Q6: Calculate the digit sums of 3-digit numbers whose digits are consecutive (for example, 234, 345). Do you see a pattern? Will this pattern continue?    (2 marks)

Q7: The time now is 02:15. How many minutes until the clock shows the next palindromic time? What about the one after that?   (2 marks)

Q8. We are the group of 5-digit numbers between 40,000 and 80,000 such that all of our digits are even. Who is the largest number in our  group? Who is the smallest number in our group?  (2 marks)

Q9: What is the sum of the smallest and largest 5-digit palindrome? What is their difference?    (3 marks)

Q10. Digit sum 18.     (3 marks)
(a) Write other numbers whose digits add up to 18.
(b)
What is the smallest number whose digit sum is 18?
(c) 
What is the largest 5-digit number whose digit sum is 18?
(d) 
How big a number can you form having the digit sum 18? Can you make an even bigger number?

Q11. Will reversing and adding numbers repeatedly, starting with a 2-digit number, always give a palindrome?      (3 marks)

The Solutions of the Unit Test Here

The document Unit Test: Number Play is a part of the Class 6 Course Mathematics for Class 6.
All you need of Class 6 at this link: Class 6

FAQs on Unit Test: Number Play

1. What are factors and multiples, and how do I tell them apart for Class 6 Number Play?
Ans. Factors are numbers that divide evenly into another number, while multiples are numbers created by multiplying. For example, 2 and 3 are factors of 6, but 12 and 18 are multiples of 6. Understanding this distinction helps solve CBSE Class 6 number problems efficiently. Refer to mind maps and flashcards to visualise these relationships.
2. How do I find prime and composite numbers quickly in a unit test?
Ans. Prime numbers have exactly two factors (1 and themselves), while composite numbers have more than two factors. Use the divisibility test method: check if the number divides by 2, 3, 5, or 7. Numbers like 2, 3, 5, 7 are prime; 4, 6, 8, 9 are composite. EduRev's MCQ tests help practise identification rapidly.
3. What's the easiest way to find the HCF and LCM for my CBSE exam?
Ans. HCF (Highest Common Factor) finds the largest number dividing two numbers; LCM (Least Common Multiple) finds the smallest number both divide into. Prime factorisation simplifies both calculations. For example, HCF of 12 and 18 is 6; LCM is 36. Visual worksheets clarify this number theory concept effectively.
4. Why do I keep making mistakes with divisibility rules for different numbers?
Ans. Divisibility rules are shortcuts to check if one number divides another without calculating. A number is divisible by 2 if it's even, by 3 if digit sum divides by 3, by 5 if it ends in 0 or 5. Students often confuse rule applications. Memorising through flashcards and practising with worksheets reduces common errors significantly.
5. How are factors, multiples, and divisibility connected in Number Play problems?
Ans. Divisibility determines whether a number is a factor of another. If 12 is divisible by 3, then 3 is a factor and 12 is a multiple. These interconnected concepts form the foundation of number theory for Class 6. PPTs and detailed notes on EduRev explain these relationships with practical examples clearly.
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