Question

If 108 = 8q+r, 0 <r<8, 9, W, then find the vaues of 'q' and 'r'.​

Answer 1

your question is -> if 108 = 8q + r, 0 ≤ r < 8 where r ∈ W then find values of q and r.

do you not think, 108 = 8q + r is like as

Dividend = divisor × quotient + remainder.

first of all, 108 is divided by 8.

8)108 ( 13

- 8

------------

28

-24

-----------

04

hence, if 108 is divided by 8, we get remainder 4 and quotient 13.

hence, it can be written as, 108 = 8(13) + 4

on comparing, we get, q = 13 and r = 4