I integrate sin x e cosx dx-(sinx+cosx) e^(sinx+cosx)
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Step-by-step explanation:
∫e
x
(cosx−sinx)dx
=∫e
x
cosxdx−∫e
x
sinxdx
III
=cosxe
x
−∫−sinx⋅e
x
dx−∫e
x
sinxdx
=cosxe
x
+∫sinxe
x
dx−∫e
x
sinxdx
e
x
cosx+c
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