Let Dbe the region of the xyplane bounded by the curves y=1−x2​ and y=∣x∣. Let C be the closed, counterclockwise oriented curve consisting of the boundary of D. If F=⟨xy+ln(1+x2),y+ln(1+y4)) which of the following cocresponds to the line integral ∮C​F⋅dr in polar coordinates after applying Green's theorem? a) ∮C​F⋅dr=∫01​∫3π/4π​r2cosθdθdr ∫e​f6⋅dr=∫ni​∫ynz2​ydydr a (B) ∫e​pt⋅dr=−∫11​∫0∗/4​rcosθdedr Q) 4 ∫0​F⋅dt=−∫01​∫0/43t/4​r2cosddtr