Question: Find the volume of the following solids using triple integrals. The region in the first octant formed when the cylinder z = sin y, for

Find the volume of the following solids using triple integrals. The region in the first octant formed when the cylinder z = sin y, for 0 ≤ y ≤ π, is sliced by the planes y = x and x = 0 X z = sin y y = x (TT, TT, 0) (0,

X z = sin y y = x (TT, TT, 0) (0, TT, 0)

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