- #1
numberonenacho
- 12
- 0
So I've been talking with some people about this problem, but I can't seem to find the answer, or even set it up!
"A region in space, when viewed from 3 different views, looks like a circle, looks like a square and looks like a triangle. Describe this object. And then use multiple integration to determine its volume"
So if you think of any two shapes its pretty easy. Such as square and triangle = pyramid, circle and square = cylinder and so on. But I couldn't figure out a shape for when you add the third shape. And then Figuring out the integral would be even more difficult.
What do you guys think about it?
=D
"A region in space, when viewed from 3 different views, looks like a circle, looks like a square and looks like a triangle. Describe this object. And then use multiple integration to determine its volume"
So if you think of any two shapes its pretty easy. Such as square and triangle = pyramid, circle and square = cylinder and so on. But I couldn't figure out a shape for when you add the third shape. And then Figuring out the integral would be even more difficult.
What do you guys think about it?
=D