Solution: What is the volume generated by revolving this area about the y-axis?

Given the area in the first quadrant by x^2 = 8y, the line x = 4 and the x-axis. What is the volume generated by revolving this area about the y-axis? How to find the volume using theorems of pappus?

What is the volume generated by revolving this area about the y-axis?

Problem Statement: CE Board May 1995

Given the area in the first quadrant by x^2 = 8y, the line x = 4 and the x-axis. What is the volume generated by revolving this area about the y-axis?

Problem Answer:

The volume generated by the curve that revolved about the y-axis is 50.265 cubic units.

Solution:

Latest Problem Solving in Integral Calculus

More Questions in: Integral Calculus

Online Questions and Answers in Integral Calculus


Search! Type it and Hit Enter


Accepting Contribution for Website Operation. Thanks!

Post a Comment

Contact Form

Name

Email *

Message *

Powered by Blogger.
Javascript DisablePlease Enable Javascript To See All Widget