Question

if a>b and a=bq+r then 0<____<b?​

Answer 1

CORRECT QUESTION:

0≤ ___<b

GIVEN:

★a>b

TO FIND:

★The value of the blank.

CONCEPT USED:

★This is also known as Euclid's Division Lemma

According to which,

For every number a and b (a>b) then exists unique integers q and r such that

$\large\green{\boxed{a=bq+r}}$

ANSWER:

We know that divisor is always greater than remainder

So, b>r.

. °. 0≤ r < b.