Volume of a solid

Lizzy

New member
Joined
Jan 11, 2007
Messages
10
I've tried this problem so many times already and I just can't get the right answer...I know the volume has to be taken in respect to y....

find the volume of the solid bounded by x=7y^2, y=1, x=0, about the y-axis...thanks for the help :)
 
You can use shells or disks.

DISKS:

\(\displaystyle {\pi}\int_{0}^{1}(7y^{2})^{2}dy\)

SHELLS:

\(\displaystyle 2{\pi}\int_{0}^{7}x(1-\sqrt{\frac{x}{7}})dx\)
 

Attachments

  • rotate1.gif
    rotate1.gif
    156.5 KB · Views: 130
Lizzy said:
I've tried this problem so many times already and I just can't get the right answer.
Unfortunately, since you have not shown any of your efforts, I'm afraid it is not possible for us to find where you might be going wrong (or to determine if the book contains a typo in the solutions). Sorry! :oops:

Eliz.
 
Top