If $a$ is any positive integer and $b = 4$ , applying Euclid’s division lemma $(a = bq + r)$ , which of the following represents an odd number?

a = 4 q

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a = 4 q + 1

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a = 4 q + 2

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a = 4 q + 3

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Solution

The correct option is D $a = 4 q + 3$

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If a is any positive integer and b=4, applying Euclid’s division lemma (a=bq+r), which of the following represents an odd number?

The correct option is D a=4q+3

If $a$ is any positive integer and $b = 4$ , applying Euclid’s division lemma $(a = bq + r)$ , which of the following represents an odd number?

The correct option is D $a = 4 q + 3$