Solve 4 and 5 using integration by parts

4.) The table shows values of the twice-differentiable function g X g (x) g'(x ) g "(x) and its derivatives at selected x-values. Moreover, it is known 3 7 1 2 that [cos(x)g(x) dx = 20 . Evaluate [ sin(x)g'(x) dx. 3 x / 2 2 3 1 /2 7 / 2 1 1 - 12 13 2 5 . ) In(x) dx (HINT: Right now, one function divides another. How can you rewrite this so that one function in the integrand X multiplies the other?)