Calculus 3 :

give me final answer only , no explanation needed

Section 12.6: Problem 10 (1 point) Suppose f(I, y, 2) = 12 + y' + 23 and W is the solid cylinder with height 7 and base radius 5 that is centered about the z-axis with its base at z = -2. Enter 0 as theta. (a) As an iterated integral, W with limits of integration A= B = C= D = F = F = (b) Evaluate the integral.Section 12.7: Problem 1 (1 point) What are the rectangular coordinates of the point whose spherical coordinates are (2, , #) ? 2Section 12.7: Problem 2 (1 point) What are the spherical coordinates of the point whose rectangular coordinates are (3, 3, 0) ?Section 12.7: Problem 3 (1 point) Express the point given in Cartesian coordinates in spherical coordinates (p, 0, $). Note: you really only have to do the work for one, if you use a little geometry and your knowledge of the trig functions. A) (1, #V/3, ;V3) = B)(-4, #V/3, ; V/3) =[ C)(1, -4V/3, -;V/3) - D)(-1,-#V3,-;V/3) -0Section 12.7: Problem 4 (1 point) What are the cylindrical coordinates of the point whose spherical coordinates are (p, e, $) = (2, 5, ")? TESection 12.7: Problem 5 [1 point] Match the given equalien with the verbal description of the surface: A. Half plane B. Elliptic er Circular Farabelnid C. Plane D. Cane E. Circular Cylinder F. Sphere 1.11:4 2.55:1'3 Section 12.7: Problem 6 (1 point) Match the integrals with the type of coordinates which make them the easiest to do. Put the letter of the coordinate system to the left of the number of the integral. 1. Jp = dV where Eis: 1