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∫ e dx = e + c
∫ cos x dx = sen x + c
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∫ sec x dx = tg x + c
∫ csc x dx = −ctg x + c
∫ sec x ⋅ tg x dx = sec x + c
∫ csc x ⋅ ctg x dx = − csc x + c
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1 − 2. cos x 1 − 2. cos x
1 − 2. cos x
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sen x. 2 cos 2 x − 1 + 2 cos 2 x
sen x. 4 cos 2 x − 1
sen x.(1 − 2.cox )(
θ1 = 2π
5 ; θ2 = 5 ; θ3 = − 5 ; θ4 = − 5
[ π π ) ( π 5π ]
(k) 6 , 2 ∪ 2 , 6 ∪ (π, 2π)
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