Q1. Set up the surface integral (a + 3x+ :)d's where o is the portion of the ellipsoid 9x* + 4y +8% = 36 above the xy plane. Do NOT evaluate. Q2. Set up the flux integral | Fod$ where F = (sin()'), =, cos(x) ) and o the cone 3 =5 -r above the plane = = 1. Use the upward pointing normal. Do NOT evaluate. Q3. Set up and evaluate the integral(s) for the flux of the function F(x, y.=) = (yzxy, 45 ) through the surface of the tetrahedron bounded by the xy, ys and *= planes and the plane 2x + 3y + = = 6 with outward oriented normals. Q4. Change the line integral [ Fed into a double integral and then evaluate the integral. Let F = (x y sin(y),xy=). C is the boundary of the paraboloid = = x* + y* + 4 where it intersects the plane = = 8 oriented counter-clockwise as seen from above