When $N$ is divided by $10$ , the remainder is $a$ . When $N$ is divided by $17$ , the remainder is $b$ . What is $N$ modulo $170$ , in terms of

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When $N$ is divided by $10$ , the remainder is $a$ . When $N$ is divided by $17$ , the remainder is $b$ . What is $N$ modulo $170$ , in terms of

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12

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When $N$ is divided by 10, the remainder is $a$ . When $N$ is divided by 17, the remainder is $b$ . What is $N$ modulo 170, in terms of $a$ and $b$ ? (Your answer should be in the form $ra+sb$ , where $r$ and $s$ are replaced by nonnegative integers less than 170.)

Lilliam0216 Aug 3, 2024

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MeIdHunter · Answer 1 · 2024-08-28T02:47:46

The answer is 85a + 43b.

When $N$ is divided by $10$ , the remainder is $a$ . When $N$ is divided by $17$ , the remainder is $b$ . What is $N$ modulo $170$ , in terms of

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When NN is divided by 1010, the remainder is aa. When NN is divided by 1717, the remainder is bb. What is NN modulo 170170, in terms of

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When $N$ is divided by $10$ , the remainder is $a$ . When $N$ is divided by $17$ , the remainder is $b$ . What is $N$ modulo $170$ , in terms of

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