Show that the differential form in the integral below is exact. Then evaluate the integral. (3, -6, -4) 6x dx + 20y dy + 10z dz (0.0.0) Select the correct choice below and fill in any answer boxes within your choice. O A. (3, -6, -4) 6x dx + 20y dy + 10z dz = (0,0,0) / Simplify vouIF anewar Tuna an avant anewAr ) O B. The differential form is not exact.Although it is not defined on all of space R, the field associated with the line integral below is simply connected, and the component test can be used to show it is conservative. Find a potential function for the field and evaluate the integral. (5,5,2) [ 30x2 dx + 325 y dy + 6z Iny dz (5, 1, 1) A general expression for the infinitely many potential functions is f(x,y,z) =]. Evaluate the line integral. (5,5,2) 30x2 dx + 322 dy + 6zIny dz = (5, 1, 1) Type an exact answer.)