Question 9 Worth 8 points Find an equation of the normal plane to at the point .

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

Question 10 Worth 8 points Use polar coordinates to find the volume of the solid below the plane  and above the disk

Question 9 Worth 8 points Use Lagrange multipliers to find the maximum value of the function  subject to the constraint  .  

Question 5 Worth 8 points Find the distance between the point and the plane.

Question 9 Worth 8 points Evaluate 

Question 10 Worth 8 points Evaluate the surface integral

Question 10 Worth 8 points Find the length of the curve where  , and  

Question 3 Worth 8 points Set up the following triple integral, but do not calculate it: a solid bounded by the graphs of the equations   and   

Question 5 Worth 8 points Use Green’s Theorem to find the work done by the force in moving a particle from the origin along the -axis  to then along the line segment to and then back to the origin along the -axis.