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For which values of n is 1n+2n+3n even
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well 1n+2n+3n=what?
1+2+3=?
if you put in an odd number, then 1*odd is odd, 2*odd is even and 3*odd is odd so we get odd+even+odd = even if you put in even n then 1*even = even, 2*even = even and 3* even = even so we get even + even + even = even so the equation is true for all n
that should say so the equation is even for all n*
just in case you wanted another way to think about it:)
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\[ \{n|1n+2n+3n=2m|m\in\mathbb N\}\\ \{n|6n=2m|m\in\mathbb N\}\\ \{n|3n=m|m\in\mathbb N\}\\ \{n|n=m/3|m\in\mathbb N\}\\ \]
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