Volume and Surface of Solid of Revolution
Ques] The volume of the solid generated by the revolution, about x-axis, of the area bounded by the curve y = f(x), the x-axis and the ordinates x=a, =b is given by
Int a- b pi*y^2 dx
where y = f(x) is continuous, single valued function in the interval a<=x<=b and the curve does not cross the x-axis, the axis of revolution?
Please help with such type of problems how will you solve this type of problem?
Int a- b pi*y^2 dx
where y = f(x) is continuous, single valued function in the interval a<=x<=b and the curve does not cross the x-axis, the axis of revolution?
Please help with such type of problems how will you solve this type of problem?
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