· Evaluate the following Integral ∫ 2sin x cos x tan^1(sin x) dx, x ∈ 0, π/2 asked 7 hours ago in Definite Integrals by Kaina ( 132k points) definite integral · From here, we could use Feynman's trick, differentiate under the integral (tangent halfangle or contour integration), evaluate the integral of the derivative, and finish by integrating Instead, we will apply contour integration to directly evaluate the integral · Evaluate the following integral \(\int\limits_{\pi/4}^{\pi/4}\cfrac{tan^2\text x}{1e^{\text x}}d\text x\)
7 Techniques Of Integration Techniques Of Integration 7
