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when finding the volume of a solid by rotating around a function around an axis, how do you know when to use the method of washers/rings, or shells/cylinders?
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Depends on question. Post one of questions you are not sure about.
A region R is enclosed by y=x^3 y=1 and x=0. Find the area of the solid made when R is revolved around y=2
I guess what I am asking is can you use either shells or rings on an equation as long as you rewrite the original function in terms of x or y so it can fit into the integral correctly?
Looking at my old class notes; we were taught thoroughly each method; and then are instructors would specifically ask us to do one method or other. Either one you prefer; if I remember correctly the washer method was simpler.
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