Question: Find the volume of the solid capped by the surface z = 2 - y - x over the region bounded on the xy-plane by

Find the volume of the solid capped by the surface z

= 2 - y - x over the region bounded on the

Find the volume of the solid capped by the surface z = 2 - y - x over the region bounded on the xy-plane by y =4 -x. y = 0. x =0. and x = 4 by evaluating the integral shown below. 4 4-X- ( 2 - y - x ) dy dx O The volume of the solid is (Simplify your answer.)

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