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# If $n \equiv 43 \pmod{60}$, then what is the residue of $n$ modulo 6?

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If $n \equiv 43 \pmod{60}$, then what is the residue of $n$ modulo 6?

I don't understand how to even do this problem if possible could you provide a video on how to solve this problem or a similar problem

Mar 26, 2020

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If I understand your LaTex, then:

n mod 60 = 43

So, n =60 + 43 =103, and:

103 mod 6 = 1

Note: Search YouTube for "How to solve modular equations"

Mar 26, 2020