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Six Basic Trigonometric Identities (Calculus of a Single Variable)

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yosuyuyi's version from 2015-06-11 16:53

Section

∫ sin(u) du = -cos(u) + C
∫ cos(u) du = sin(u) + C
∫ tan(u) du = -ln | cos(u) | + C
∫ csc(u) du = -ln | csc(u) + cot(u) | + C
∫ sec(u) du = ln | sec(u) + tan(u) | + C
∫ cot(u) du = ln | sin(u) | + C

 

 

Practice

 

Question Answer
∫ sin(u) du-cos(u) + C
∫ cos(u) dusin(u) + C
∫ tan(u) du-ln | cos(u) | + C
∫ csc(u) du-ln | csc(u) + cot(u) | + C
∫ sec(u) duln | sec(u) + tan(u) | + C
∫ cot(u) duln | sin(u) | + C
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