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#3 2017 MIT Integration Bee Qualifying Exam

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2 ways: Find a formula for d/dx[f^m(x) g^n(x)], where f & g are differentiable functions ...

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Quickie: 6169^2 - 2331^2?

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3rd/3ways: sum Show 1+2+3+...+n = n(1+n)/2

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Alternate way: trig integral ∫sec(x) dx= ln(tan(/π4+x/2)) + c

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2nd/2 ways: FInd partial fractions (3x^2+9x-20)/(x^2+x-6)

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