Question: Please answer this question? Everything is on attachment. Fall 2018 MAT 267 Test 3A 2. [14 points] Convert the given integral to cylindrical coordinates where
Please answer this question?
Everything is on attachment.

Fall 2018 MAT 267 Test 3A 2. [14 points] Convert the given integral to cylindrical coordinates where E is the solid that lies above the cone z = 21x2 + y? and below the paraboloid z = 8 -x2 + y2. (Just set up the integral, do not evaluate it!) Answer: 3. [14 points] Convert the given integral to spherical coordinates e -z dV where E is the solid that lies below (outside) the cone z = Vx2 + y2, above the xy-plane, and inside the sphere x2 + y2 + z? = 4. (Just set up the integral, do not evaluate it!)
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