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Calculus Section 4.9 Integrals
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What is the antiderivative of x
^{p}
? What values of p does this apply?
, where C is an arbitrary constant and p≠1 is a real number.
∫sinkx dx =
∫coskx dx
∫sec
^{2}
kx dx
∫csc
^{2}
kx =
∫seckx tankx dx =
∫csckx cotkx dx =

Author:
tulipyoursweety
ID:
249265
Card Set:
Calculus Section 4.9 Integrals
Updated:
20131127 06:15:49
Tags:
Calculus Section Integrals
Folders:
Calculus,I
Description:
Calculus Section 4.9 Integrals
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