Question

8. A certain number on being divided by 27, gives 103 as quotient and 7 as remainder. Find
the number. ​

Answer 1

A certain number on being divided by 27, gives 103 as quotient and 7 as remainder. Find the number.

${\tt{\green{\underline{\underline{\huge{2788}}}}}}$

$\huge\bold{SOLUTION}$

Therefore,

The number is $\bold{(27 X 103) + 7}$

⁣           $\bold{2781 + 7}$

⁣        $\bold{2788}$

Answer 2

Answer:

2788

Step-by-step explanation:

According to Euclid's division lemma,  

for any 2 numbers a and b there is a relation a = b(q) + r

In this question,

b = 27

q = 103

r = 7

Therefore,

The number is (27 X 103) + 7 which is 2788.