For the following line integral, through the use of Green's Theorem poses the double integral equivalent to the closed line integral shown below, where C, is the path from (0,0) to (1,1) throughout y=x^3 and from (1,1) to (0,0) along y=x

As part of the solution, draw the path traveled in 2D.

The double integral:

of , (22x2 - 6zy - 5y )dydr of : (-22x2 + 6my + 5y )dyda O (-2x - 4ry + 5y' )dyda O (2x' + 4ry - 5y- )dydx