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Division Algorithm for a Polynomial

On dividing a...

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On dividing a positive integer n by 9 , we get 7 as remainder. What will be the remainder if (3n-1) is divided by 9 ?

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On dividing a positive integer $n$ by $9$ we get $7$ as remainder. What will be the remainder if $(3 n - 1)$ is divided by $9$ ?

Q. On dividing a positive integer n by 9, we get 7 as remainder. What will be the remainder if (3n − 1) is divided by 9?

(a) 1
(b) 2
(c) 3
(d) 4

Q. A positive integer n, when divided by 9, gives 7 as remainder. What will be the remainder when (3n − 1) is divided by 9?

(a) 1
(b) 2
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(d) 4

Q. A positive integer is divided by 63, we get the remainder as 25. The remainder when the same number is divided by 9 is equal to

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(3 n)^{2}

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