Using the disk method, find the volumes of the following solids of revolution: 1 (a) y=z,...
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Using the disk method, find the volumes of the following solids of revolution: 1 (a) y=z, z=0, y = 1, rotated around the z-axis; (b) y, z=2, y = 3, rotated around the z-axis; (c) y=y, y=1, rotated around the y-axis; (d) y=4-x, y, z=0, rotated around the y-axis; Using the disk method, find the volumes of the following solids of revolution: 1 (a) y=z, z=0, y = 1, rotated around the z-axis; (b) y, z=2, y = 3, rotated around the z-axis; (c) y=y, y=1, rotated around the y-axis; (d) y=4-x, y, z=0, rotated around the y-axis;
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a To find the volume of the solid generated by rotating the curve yx 4 from x0 to y1 about the xaxis using the disk method we integrate the area of the disks formed by the rotation The formula for the ... View the full answer
Related Book For
Discrete and Combinatorial Mathematics An Applied Introduction
ISBN: 978-0201726343
5th edition
Authors: Ralph P. Grimaldi
Posted Date:
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