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21 Cards in this Set
- Front
- Back
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∫ a^x dx
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a^x/ln a + C
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∫ dx/x
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ln x + C
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∫ sin x dx
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- cos x + C
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∫ cos x dx
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sin x + C
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∫ sec^2 x dx
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tan x + C
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∫ csc^2 x dx
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-cot x + C
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∫ sec x tan x dx
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sec x + C
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∫ csc x cot x dx
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-csc x + C
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∫ tan x dx
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ln |sec x| + C
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∫ cot x dx
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ln |sin x| + C
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∫ sec x dx
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ln |sec x + tan x| + C
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∫ csc x dx
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ln|csc x - cot x| + C
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∫ sinh x dx
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cosh x + C
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∫ cosh x dx
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sinh x + C
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∫ tanh x dx
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ln cosh x
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SQRT(a^2- x^2)
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x= a sin theta
Identity: 1 - sin^2 theta = cos^2 theta |
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SQRT (x^2 + x^2)
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x= a tan theta
identity: 1+ tan^2 theta = sec^2 theta |
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SQRT (x^2-a^2)
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x = a sec theta
Identity: sec^2 theta -1 = tan^2 theta |
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Double Angle Formulas
Sin 2x= Cos 2x= Tan 2x= |
2 sin x cos x
1-2Sin^2x 2 tan x/1-tan^2x |
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1 + tan^2 theta
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sec^2 theta
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Half Angle Formulas
sin^2 x = cos^2 x = |
(1- cos 2x)/2
(1+cos 2x)/2 |
