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Find the volume of the solid above the region R= {(x,y): 0sxs2, 0sys4 -x} and between the planes - 3x - 4y + z=0 and

Find the volume of the solid above the region R= {(x,y): 0sxs2, 0sys4 -x} and between the planes - 3x - 4y + z=0 and - 2x -y + Z =16. ZA -2x - y +Z = 16 -3X - 4y + Z= 2 4 R 2 y = 4 - X X

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