Question

1. भाग लेमा a= bq+r में q= 0 तब होगा जब-
(A) b<a (B) b = a (C) b> a (D) r =1​

Answer 1

answer : option (c) b > a

according to Euclid division lemma, if a and b are two positive integers then, there exist two unique positive integers q and r such that a = bq + r , where 0 ≤ r < b

now you asked , in a = bq + r , q = 0 only when (a) b < a (b) b = a (c) b > a (D) r = 1

its answer will be option (c) b > a

for instance, two numbers 5 and 7 are given, now 5 is divided by 7

then from Euclid division lemma,

5 = 7 × 0 + 7 .....(1)

from equation (1), we can see that when b > a , q = 0

so, option (c) is correct choice.

read more similar questions :if a= bq+r then -

a) GCD(a,b) = GCD(b,r)

b) GCD(a,r)= GCD(b,q)

c) GCD(a,q) = GCD(b,q) d)GCD(q,r)= GCD(b,r)

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Answer 2

Answer:

c is the correct answer

Explanation:

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