Recent content by ostrogradsky

Done.

You're going to have to look at picture to even make sense of the scribbles I wrote above. So no more complaints.

Double integral (4-y^2)^.5 dy dx from x=0 to 4 and y=-2 to x/2

This problem requires a picture in order to solve it. I provided the essential picture, yet I am getting complaints about posting a picture. I am assuming that you all did not even attempt to think about this problem.

I wish to double check my answer and see if there are additional ways without using polar coordinates to get to the answer.

What else would you like? The problem is stated very succinctly in the textbook as post 1 without more or without fewer words. The pictures are my attempts at deriving the answer to this NOT simple problem.

The two pictures include my attempt at the answer.

Must double integrate using type I or type II planar region D to find volume bounded by Cylinder y^2+z^2=4 And Planes X=2y X=0 Z=0