MATH 32A Final: Final Review

If the integration by parts formula Ju dv-uv - Jv du is used to solve the indefinite integral J(4x3 In(2x))dx what values should be assigned to u and dv in order to succesfully solve the integration problem Oa, u-In (2x) and dv 4x3 dx b.u- 4x2 and dv x In(2x) dx Oc, u = 4 and dv=x?In(2 du 4x3 and dv In (2x) dx

Given f(x)=x +1/ x Find: f"(x) -1/x3/2+3x1/2 -1/x3/2+1/3x1/2 -1/4x3/2+3/4x3/2 1/2x4