Evaluate the following definite integral: 4x sin x dx Use the general formula for integration by parts for definite integrals to set up a new expression for the given integral: 4x sinx dx= dx
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Step 1: Apply integration by parts formula: ∫udv = uv - ∫vdu Let u = x (first function) and dv = 4sin(x)dx (second function) Then, du = dx and v = -4cos(x) Show more…
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