Compute the following integrals: (a) ==3 z(z – 2)3
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- Show that integral 0 to infinity x2 e -x2 dx = 1/2 integral 0 to infinity e -x2 dxFind the 5th degree Taylor Polynomial centered at x=0. sin(2x) ln(1+x)Calculate the integral below using the residue theorem. Display the calculations in detail. Before using Jordan's lemma, provide a sketch of your chosen contour (including the relevant singular point(s)) and ensure that the prerequisites for Jordan's lemma to hold are met.
- Evaluate the integralZ ∫0sin (mx) cos (nx) dx; when m and n denote the(i) Same non-negative integers;(ii) Distinct non-negative integers.11.Find the area under the curve y=sin2xcosx for the given limits; sketch the area. Hint: integral in a solution has a format of general power formula. b) from x=π to x=3π/2Compute the approximation of the integral -4 to 4 e^(-x^2) using right endpoints with 4 rectangles; you do not need to simplify fully or fine the decimal approximation