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If u=f(x) and v=g(x) then d(uv)/dx is
its very simplefirst take gx constant and diffrentiade and similarly take fs constant and diffrentiate gx
the answer would be f’(x)g(x)+g’(x)f(x) approve if useful above too
its quite simple , rather its product rule for differentiationanyway uv=f(x).g(x)d(uv)/dx = f(x) g,(x) + g(x) f,(x)it is answer APPROVE IF USEFUL
hey are you solving integration by partsbut all the way answer is d(uv)/dx = f(x) g,(x) + g(x) f,(x)
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