Thanks so much man, Ive been searching for hours on what to do when a specific number axis is given but couldn’t find it anywhere, thanks for all ur help
H, the height of the partition parallel to the axis of rotation, should be subtracted by top-bottom, not right-left. Right-left is for when the axis of rotation is horizontal, as the partition will be laying down instead of standing up.
With the shell method and when you are finding the radius of the shell, if the functions are in terms of x (as seen in the video), then it is right - left. If the function is in terms of y (such as x=y^2 + 2), then it will be top - bottom axis
I was struggling trying to figure out the radius on my own but this really really helped. Thank you
Awesome video. Made my Calc II homework a bit more bearable.
Thanks so much man, Ive been searching for hours on what to do when a specific number axis is given but couldn’t find it anywhere, thanks for all ur help
Glad it helped!
Perfect video. Just what I was looking
H, the height of the partition parallel to the axis of rotation, should be subtracted by top-bottom, not right-left. Right-left is for when the axis of rotation is horizontal, as the partition will be laying down instead of standing up.
Thanks, this really helps on finding the radius.
I really appreciate this video! THANK YOU
OMG!!!! This held soooo much!!!
This was extremely helpful thank you!
Thank youuuu
this was very helpful, thanks!
Thank you so much for explaining why you would use shell not disk
Also including how to check!!!!
what conditions will the problem have to be for you to use right - left.
The conditions seen in the video is right - left. Right (axis) minus left (x)
With the shell method and when you are finding the radius of the shell, if the functions are in terms of x (as seen in the video), then it is right - left. If the function is in terms of y (such as x=y^2 + 2), then it will be top - bottom axis
Helpful !
Epic vid