Question: Problem 8 . ( 2 0 points ) Let vec ( F ) = 2 zvec ( i ) + 3 xvec ( j )

Problem 8.(20 points) Let vec(F)=2zvec(i)+3xvec(j)+5yvec(k) and let C be the intersection of the cylinder x2+y2=25 with the plane z=y and with counterclockwise orientation when viewed from above. Use Stoke's Theorem to calculate
oCvec(F)*dvec(r)
Problem 8 . ( 2 0 points ) Let vec ( F ) = 2 zvec

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