The formula for the integral of x sin x is given by, ∫xsinx dx = −x cos x + sin x + C, where C is the integration constant. We can evaluate this integral using the product rule of integration where x is the first function and sin x is the second function and x sin x is written as the product of these two functions.
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Answer:
The formula for the integral of x sin x is given by, ∫xsinx dx = −x cos x + sin x + C, where C is the integration constant. We can evaluate this integral using the product rule of integration where x is the first function and sin x is the second function and x sin x is written as the product of these two functions.
Explanation:
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