Question 2 Worth 8 points Convert this integral from rectangular coordinates to cylindrical coordinates (Do not evaluate the integral)

Question 12 Worth 10 points Evaluate the line integral by applying Green’s Theorem to

Question 2 Worth 8 points Convert this integral from rectangular coordinates to spherical coordinates (Do not evaluate the integral)

Question 4 Worth 8 points Find the exact mass of a thin wire in the shape of a helix  , where

Question 2 Worth 8 points Find the equation of the plane that passes through the points  and

Question 1 Worth 10 points a.    Change the point

Question 2 Worth 8 points Convert this integral from rectangular coordinates to spherical coordinates (Do not evaluate the integral)

Question 3 Worth 8 points Find the area of the parallelogram with the vertices .

Question 2 Worth 8 points Find the equation of the plane that passes through the points  and

Question 5 Worth 8 points Given Find