Hi! I need help with this webwork question for a calculus 3 class. Thanks

(1 point) Math 215 Homework homeworklo, Problem 6 Now you'll evaluate the integral / 4y sin(4x) dx + 7x)? dy C on the closed curve C consisting of the line segments from (0,0) to (2,2) to (0,2) to (0,0) using Green's Theorem. Green's Theorem says this integral can be rewritten in the form f f f(x, y) (M D In this integral, f(x,y) = Setting up the double integral over the region D, you get B D f / f(x,y) dxdy A C (Note that the order of integration is specified--for this integral it will turn out that this is the easier order of integration). In this, Evaluting this integral, fC 4y sin(4X)dx + 7xydy = f [D f(x,y)dA =