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Temi philip
integrate cos^2 with respect to tita pls snap out ur solution and post
0 04-03-2016 15:52:00 +0000
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Emmanuel Iwara(Tutor)
@Temi Philip. Let cos^2tita = 1/2[1 + cos2tita]ditita integrating each term will give 1/2[integral of tita detita + integral of cos2tita dedita] .Integrating integral of tita detita will give tita + the integration of integral of cos2tita dedita will give us 1/2sin2tita.therefore the integration of cos^2tita = 1/2[ tita +1/2sin2tita] = tita/2 + 1/4sin2tita + c
0 04-03-2016 16:30:00 +0000
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Emmanuel Iwara(Tutor)
∫cos2ΘdΘ = ∫1/2[1 + cos2Θ]dΘ
∫cos2ΘdΘ = 1/2[∫dΘ + ∫cos2ΘdΘ]
∫cos2ΘdΘ = 1/2[Θ + 1/2cos2Θ]
∫cos2ΘdΘ = 1/2Θ + 1/2 x1/2cos2Θ+ c = 1/2Θ + 1/4cos2Θ+ c0 07-03-2016 15:37:00 +0000
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