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(1) Evaluate ∫cos5xdx.
Hint: Express cos4x in terms of sinx. Then use the substitution u=sinx. Back substitute to write your soluton in terms of x.
solution = +C
(2) Evaluate ∫cos2xdx.
Hint: Use the half-angle identity cos2x=12(1+cos2x).
solution = +C
Hint: Express cos4x in terms of sinx. Then use the substitution u=sinx. Back substitute to write your soluton in terms of x.
solution = +C
(2) Evaluate ∫cos2xdx.
Hint: Use the half-angle identity cos2x=12(1+cos2x).
solution = +C
Get help:
15(sin(x))5-23(sin(x))3+sin(x)
x2+sin(2x)4