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[9] SOLVE the separable differential equation: 3(y -2) = 2xyy' [10] SET UP INTEGRAL(S) for the volume of the solid of revolution obtained by rotating
[9] SOLVE the separable differential equation: 3(y -2) = 2xyy' [10] SET UP INTEGRAL(S) for the volume of the solid of revolution obtained by rotating the given region about the given axis of revolution.( Do not evaluate integral.) Show work in using the formula Vshell = 27t (ave. rad)(height)(thickness). Region bounded by y = \\x -1 , y = 12 -2x, y =0 (x-axis), x 2 0 about the x axis using cylindrical shells. 4 = VX-1 5 4 4 = 12 - 2X
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