up vote
0
down vote
favorite
|
|
||
|
Can you answer these questions?
Has the Obama presidency made you ashamed to be an American? | |
Poll: What is your favorite food that has CHOCOLATE in it? | |
Quick baby name game!? |
Your Answer
Related Content
Volume by Rotation Using Integration | WyzAnt Resources - Tutors
Finding the volume is much like finding the area, but with an added component of rotating the area around a line of symmetry - usually the x or y axis. (1) Recall ... |
|
Volume of rotation: cylindrical shells about the y-axis or x= - YouTube
http://integralcalc.com/ Learn how to use the cylindrical shells method to find the volume obtained by rotating the region bounded by given ... |
|
Volume of rotation: disk method about the x-axis or y= - YouTube
http://integralcalc.com/ Learn how to use the disk and washer method to find the volume obtained by rotating the region bounded by the given ... |
Related Questions
please help with this question.? | |
statistics question help please? | |
math problem: getting coyotes and jackals across the river.? |
Related Content
Volume of rotation: cylindrical shells about the x-axis or y= - YouTube
http://integralcalc.com/ Learn how to use the cylindrical shells method to find the volume obtained by rotating the region bounded by given ... |
|
Volume of rotation: disk method about the y-axis or x= - YouTube
http://integralcalc.com/ Learn how to use the disk and washer method to find the volume obtained by rotating the region bounded by the given ... |
|
Finding the volume of a solid by rotating two curves about the $y$-axis
Find the volume of the solid obtained by rotating the region bounded by the given curves about the -axis. My issue with this question is that I am ... |
|
calculus - Rotate y=e^(-x^2) about the y-axis to find the volume...
Since we are rotating around the y-axis, my intuition is that I need to ... .. the volume of the solid obtained by rotating the region about the y-axis. |
|
Find the volume of the solid obtained by rotating the region bounded ...
The "slices" for this method are always parallel to the rotation axis, so the radii are "horizontal" and the "walls" of the shells are "vertical" here. |