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Discrete Math
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prove that if n^2 + 1 >= 2^n when n is a positive integer with 1<= n <= 4
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plug in 1,2,3,4
isn't substitution forbidden in proving?
proof by cases...there are 4 cases...n=1,2,3,4
genius
but still....substitution is forbidden in proving.....
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my way is correct
so...substitution is allowed in proving?
it is only forbidden to use examples if you don't exhaust all the possibilities. In the above I did all cases
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