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14 Cards in this Set
- Front
- Back
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integration of parts
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int(u dv)= u*v - int(v du)
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f'(sin x)
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cos x
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f' (tan x)
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sec^2 x
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f ' (csc x)
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-csc x cot x
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f ' (sec x)
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sec x tan x
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f ' (cot x)
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-csc^2 x
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fundamental theorem (integrals to x)
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f(b(x))*b'(x)- f(a(x))*a'(x)
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average value (integral)
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1/ (b-a) * [ a int b] (f(x) dx
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shells
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2 pi [a int b] f(x) *x
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sin h x
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(e^x-e^-x)/2
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cos h x
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(e^x+e^-x)/2
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d/dx arcsin x
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1/sqrt(1+x^2)
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d/dx cos x
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1/sqrt(-1+x^2)
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arctan d/dx
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1/(1-x^2)
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