integration of cos(e^x) with respect to x
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Answer:
∫ cos e^x dx = x cos e^x + ∫ x e^x sin e^x dx
Step-by-step explanation:
∫ cos e^ x dx
let u = cos e^x
u=cose^x
du = − e^x sin e^x dx
du = dx
u = x
then we can write that,
∫ cos e^x dx = x cos e^x + ∫ x e^x sin e^x dx
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