Ffind the quotient and remainder of the following pairs.
(i) $10, 3$
(ii) $5, 12$
(iii) $27, 3$ .

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Solution

(i) When $10$ is divided by $3$ , Quotient is $3$ and remainder is $1$ as $(10 = 3 \times 3 + 1)$
(ii) When $5$ is divided by $12$ , Quotient is $0$ and remainder is $12$ as $(5 = 12 \times 0 + 5)$
(iii) When $27$ is divided by $3$ , Quotient is $9$ and remainder is $0$ as $(27 = 3 \times 9 + 0)$

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Ffind the quotient and remainder of the following pairs.(i) 10,3(ii) 5,12(iii) 27,3.

(i) When 10 is divided by 3, Quotient is 3 and remainder is 1 as (10=3×3+1)(ii) When 5 is divided by 12, Quotient is 0 and remainder is 12 as (5=12×0+5)(iii) When 27 is divided by 3, Quotient is 9 and remainder is 0 as (27=3×9+0)

Ffind the quotient and remainder of the following pairs.
(i) $10, 3$
(ii) $5, 12$
(iii) $27, 3$ .

(i) When $10$ is divided by $3$ , Quotient is $3$ and remainder is $1$ as $(10 = 3 \times 3 + 1)$
(ii) When $5$ is divided by $12$ , Quotient is $0$ and remainder is $12$ as $(5 = 12 \times 0 + 5)$
(iii) When $27$ is divided by $3$ , Quotient is $9$ and remainder is $0$ as $(27 = 3 \times 9 + 0)$