1. 22,482 + 4,225 = 4,225 + 22,482
A. 21,534
B. 4,225
C. 0
D. 1

2. 3,456 + ... = 3,456
A. 1
B. 0
C. 3,456
D. 3,451

3. 72,132 ÷ 100 gives Q = 121 and R = 32
A. 72,132
B. 721,32
C. 7,2132
D. 7213,2

4. 4,22,11,333 - 84,43,553 = ...
A. 2,37,66,789
B. 3,37,66,780
C. 3,37,67,781
D. 3,37,67,780

5. Find the product of the greatest 5-digit number and the greatest 1-digit even number.
A. 1,99,999
B. 2,00,000
C. 1,99,987
D. 7,99,992

Let's address each of the given problems one by one:

The equation 22,482 + 4,225 = 4,225 + 22,482 demonstrates the commutative property of addition , which states that the order in which you add numbers does not affect the sum. Therefore, both sides of the equation are equal, and the solution is 0, because there is no difference between them.

In the equation 3,456 + ... = 3,456, the missing number must be 0 because adding zero to a number results in the original number. This is an example of the identity property of addition .

The division of 72,132 by 100 does not result in a quotient Q of 121 and a remainder R of 32. The division procedure is straightforward:

72,132 ÷ 100 = 721.32 (no integer remainder in typical division)
Therefore, none of the answers fit the statement given.


For the equation 4,22,11,333 - 84,43,553:

Subtract 84,43,553 from 4,22,11,333.

Adjust notation to a more typical format:
4 , 22 , 11 , 333 − 84 , 43 , 553 = 337 , 67 , 780

Therefore, the correct answer is d. 3,37,67,780 .



The greatest 5-digit number is 99,999, and the greatest 1-digit even number is 8.

To find their product: 99 , 999 × 8 = 799 , 992
Therefore, the product is d. 7,99,992 .

Answered by JessicaJessy | 2025-07-06