Question

What minimum sum is to be added 1534 so that becomes exactly divisible by 31.

Answer 1

Divide 1534 by 31 to get 49.48. The next higher integer is 50. So multiply 31 by 50 to get 1550. Next subtarct 1534 from 1550 to get: 1550–1534 = 16.

So the answer is: Add 16 to 1534 to make the sum 1550 which is divisible be 31.

Answer 2

The minimum sum is to be added 1534 so that becomes exactly divisible by 31 is 16.

Step-by-step explanation:

To find : What minimum sum is to be added 1534 so that becomes exactly divisible by 31 ?

Solution :

First we divide 1534 by 31,

i.e. $\frac{1534}{31}=49.48$

Now, take the next higher integer i.e. 50.

So multiply 31 by 50,

$31\times 50=1550$

then subtract 1534 from 1550,

$1550-1534 = 16$

Therefore, the minimum sum is to be added 1534 so that becomes exactly divisible by 31 is 16.

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