markraz Full Member Joined Feb 19, 2014 Messages 338 Oct 11, 2014 #1 Hi does this integral look correct for this problem ? thanks Attachments question.JPG 26.8 KB · Views: 3
D Deleted member 4993 Guest Oct 11, 2014 #3 markraz said: Hi does this integral look correct for this problem ? thanks Click to expand... \(\displaystyle \displaystyle{V \ = \ \pi \int_0^4\left[(1+\sqrt{y})^2 - 1\right]dy}\) Last edited by a moderator: Oct 11, 2014
markraz said: Hi does this integral look correct for this problem ? thanks Click to expand... \(\displaystyle \displaystyle{V \ = \ \pi \int_0^4\left[(1+\sqrt{y})^2 - 1\right]dy}\)
markraz Full Member Joined Feb 19, 2014 Messages 338 Oct 11, 2014 #4 Subhotosh Khan said: \(\displaystyle \displaystyle{V \ = \ \pi \int_0^4\left[(1+\sqrt{y})^2 - 1\right]dy}\) Click to expand... thanks!
Subhotosh Khan said: \(\displaystyle \displaystyle{V \ = \ \pi \int_0^4\left[(1+\sqrt{y})^2 - 1\right]dy}\) Click to expand... thanks!
