Question

by what number should 1365 be divided to get 31 quotient and 32 as remainder?​

Answer 1

By Euclid's division lemma-

x = bq + r ......... (i)

where q is the quotient,

r is the remainder

and b is the divisor.

According to the question,

x = 1365, r = 32, q = 31, b = ?

Putting the values in equation (i),

1365 = b (31) + 32

=> 31b = 1333

=> b = 43

HOPE IT HELPS!

Answer 2

$\bold\textit{hello\:mate}$

⭐️we know that a=bq+r

1365=b*31 +32

1365=31b+32

31b=1365-32

31b=1333

b=1333/31

b=43

HOPE IT HELPS...☺️☺️