I=∫(xcosx−sinxxsinx)dx=ln(|f(x)|)+c.The value of limx→0f(x) is – InterviewSolution

1.	I=∫(xcosx−sinxxsinx)dx=ln(\|f(x)\|)+c.The value of limx→0f(x) is
Answer» $I = \int (\frac{x cos x - sin x}{x sin x}) d x = ln (\| f (x) \|) + c$ . The value of $lim x \to 0 f (x)$ is

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