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Problem. 8: Let E be the solid that lies between the cylinders z² + y² = 1 and x² + y² = 64, above the zy-plane and below the plane z = y + 8. Use cylindrical coordinates to set up the integral. fff (2 (x - y) dV = V = 2pi 0 2pi 0 8 1 Problem. 9: Set up an integral in cylindrical coordinates for the volume of the solid that is above the cone z = √² + y² and below the sphere x² + y² + z² = 8. 2 0 0 r*sin(theta) + 8 r^2(cos(theta)-✔ dz dr de (sqrt(-r^2+8)) dz dr de
Answer both please! Will Like!
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