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gunakan f(uv)
u= sin x v= cos x
u' = cos x v'=-sinx
= sin x/cos x
f '(x) = (u'v - uv')/v²
= (cos x . cos x - sin x (-sin x))/cos² x
= (cos²x + sin²x)/cos²x
= 1/cos²x
= sec²x