Whole Numbers MCQ Multiple Choice Questions Answers for Practice

Q: 2. (I) All natural numbers are also whole numbers; (II) One is the smallest natural number

Correct Answer is: both are true

Q: 3. (i)If the product of two whole numbers is zero then one number will be zero. (ii) If the product of two whole numbers is zero then both number will be zero

Correct Answer is: Both can be true

Q: 14. How many natural numbers are there

Correct Answer is: infinitly many

Q: 16. If the product of two whole numbers is one if

Correct Answer is: two numbers are 1

1. What is the predecessor of 17

2. (I) All natural numbers are also whole numbers; (II) One is the smallest natural number

only I is true
only II is true
both are true
both are false

3. (i)If the product of two whole numbers is zero then one number will be zero. (ii) If the product of two whole numbers is zero then both number will be zero

Only I can be true
only ii can be true
Both can be true
both are false

4. 0 divided by 6 is

6
zero
1

5. 5 divided by 0 is

5
zero
not defined

6. Divide 7 / 0

7
not defined
1

7. Fill in the blanks to make the statement true; 6245+(631+751)=631+...........)+751

6245
751
200
231

8. Find a whole number n such that n=2n

20
100
zero

9. Find product 12x35

12600
34840
420
400

10. Find the sum 837+ 208 + 603

1548
1148
1648
1148

11. Find the value of 1507 – (625/25)

1482
1580
1370
1234

12. Find the whole number if n+4=9

13. Find value of 297x17 + 297x3

5940
5980
5942
5970

14. How many natural numbers are there

100
1000
infinitly many
10

15. If 36 flats cost Rs 68251500 What is the cost of each flat

Rs 198670
Rs 135649
Rs 203456
Rs 1895875

16. If the product of two whole numbers is one if

one number is 1
two numbers are 1
not defined
none of these

17. Largest number formed by digits 2,4,0,3,6,9 is

432900
392460
964320
903642

18. Predecessor of which two digit number has a single digit

19. Simplify 126x55+126x45

12000
12400
12600
12500

20. Smallest natural number is

-1
1
2

21. Smallest natural number is

1
2
-1

22. State the property in statement:256x24=24x256

Associative property in multiplication
commutative property in multiplication
Distributive property in multiplication
Closure property in multiplication

23. State the property used statement; (29x36)x18=29x(36x18)

Associative property in multiplication
Commutative property in multiplication
Distributive property in multiplication
Closure property in multiplication

24. Study the pattern 1x8+1=9; 12x8+2=98. Next step is

123x8+3=987
1234x8+4=9876
120x8+3=963
13x8+3=987

25. The difference of largest number of three digit and smallest natural number is

26. The largest whole number is

99
9979
9999
can not be found

27. The line on which we represent the natural number is known as

counting line
number line
digit line
zero line

28. The natural numbers along with zero form the collection of

Whole numbers
Integers
Rational numbers
Real numbers

29. The product multiplication of a number with zero is always

zero
one
the number itself
none of these

30. The school canteen charges Rs 20 for lunch Rs 4 for milk for each day How much money do you spend in 5 days on these things

Whole Numbers Multiple Choice Questions (MCQs) are essential practice tools for students and exam aspirants. These questions help reinforce fundamental concepts and improve problem-solving skills.

About Whole Numbers MCQ Questions

Whole Numbers are a foundational concept in mathematics, covering topics such as addition, subtraction, multiplication, and division. These MCQs are designed to test and enhance your understanding of basic arithmetic operations, number properties, and problem-solving techniques.

Why Practice Whole Numbers Objective Questions?

Practicing Whole Numbers MCQs offers several benefits. It helps you prepare for school and college exams, enhances your performance in competitive exams, and improves your readiness for job interviews. Regular practice also reinforces your understanding of key mathematical concepts, making you more confident and proficient in handling numerical problems.

Who Should Use These MCQs?

Students preparing for school or college exams
Competitive exam aspirants
Candidates preparing for interviews