CalculusHard ShareCalculus · Hard problemEvaluate ∫excosx dx\displaystyle\int e^{x}\cos x\,dx∫excosxdx.Aex(sinx+cosx)2−C\dfrac{e^x(\sin x+\cos x)}{2}-C2ex(sinx+cosx)−CBex(sinx+cosx)2+C\dfrac{e^x(\sin x+\cos x)}{2}+C2ex(sinx+cosx)+CC2ex(sinx+cosx)+C\dfrac{2}{e^x(\sin x+\cos x)}+Cex(sinx+cosx)2+CDex(sinx+cosx)3+C\dfrac{e^x(\sin x+\cos x)}{3}+C3ex(sinx+cosx)+CCheck Show answer Walk through it step by step Practice more like this