Recent content by jonwill

Ok Thank you, Solving for y: y=(a2/3-x2/3)3/2 How would I plug this into the formula for the washer method? I get very confused when I am only given an "a" constant to work with instead of a solid number. V=\Pi\intba((R(x))2-(r(x))2)dx

Question) A solid is formed by revolving the area inside x^(2/3)+y^(2/3)=a^(2/3), a>0; to the right of x=0 and above y=0 about the line x=a. Find the Volume of the solid using; A) The washer Method B) Cylindrical Shell Method I am at a loss at how to set up this problem...I understand how to do...