Question

what is the remainder when we Divide 112 by 119 342​

Answer 1

Answer:

If a number N, divided by a divisor D, yields a quotient Q, with a remainder R, then

N=D×Q + R , and vice versa.

So in this case, the number N is

N=114×Q + 21. We do not know N or Q, but we know that

114=19×6, so we can write

N=(19×6)×Q + 21,

N=19×(6×Q) + 21

N=19×(6×Q) + 19 + 2

N=19x(6×Q+1) + 2

That last expression says that the number N, when divided by 19, yields a quotient of 6×Q+1, with a remainder of 2.