Using integration by parts find int x sin x mathrm{~d} x.

Question

Accepted Answer

Step:1 ：Choose u = x and dv = (sin x mathrm{~d} x), then find du and v: du = (mathrm{d} x), v = -(cos x)Step:2 ：Apply integration by parts formula: (int x sin x mathrm{~d} x = -xcos x + sin x + C)

Answer

Step: 1 ：Choose u = x and dv = (sin x mathrm{~d} x), then find du and v: du = (mathrm{d} x), v = -(cos x)Step: 2 ：Apply integration by parts formula: (int x sin x mathrm{~d} x = -xcos x + sin x + C)

Using integration by parts find $\int x \sin x d x$ .

Answer

Popular Problems

Using integration by parts find ∫xsin⁡x dx.

Answer

Popular Problems

Using integration by parts find $\int x \sin x d x$ .