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Find the smallest positive N such that \[N \equiv 3 \pmod{4} \]\[N \equiv 2 \pmod{5}\]\[N \equiv 6 \pmod{7}. \]
Yeah, I do a lot of these questions.
27 is the smallest n for the first 2. it is also 6 mod 7
Sorry for the late reply. Yeah that's right! Thanks!
Oh god number theory.
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I know right?
It's been forever since I did number theory, but I used to really like it. I seem to have pretty much forgotten it all, lol. But I tried to plug through this one using an example I found online as a reference, I don't really think that I did it right but I'd like to see what you get if you figure it out!
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