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difference between disc and washer with examples...i just wanna understand this topic
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The disk method involves a region of integration that "touches" the axis of revolution. The washer method allows for a region of integration that doesn't. For example, look at the following image: Say you want to find the volume of the solid generated by the revolution of the region bounded by the line \(y=cx+d\) and the x-axis, over \([0,2]\), revolved about the x-axis (y = 0). Since the region touches the axis of revolution, revolving the area one point at a time forms multiple disks. |dw:1367457531435:dw|
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