- #1
isdouble
- 3
- 0
The question I have is a bit strange.
I do not have ANY formulas or equations given.
I was only given bunch of points with r, theta, and z. Z being the depth. R being radius and Theta being the angle.
I was wondering if there is a way to find a rough estimate volume of the following.
R Theta Z
0.5 0 0
0.4 60 0.1
0.3 120 0
0.4 180 0.2
0.5 240 0
0.4 300 0
0.5 0 3
0.4 60 3.1
0.3 120 3.1
0.4 180 3
0.5 240 3.2
0.4 300 2.9
Of course I tried using triple integral method but was immediately out the window since there is no equations to input. Any advice would be great. Thank you.
Oh BTW, this is a irregular shape so I cannot link it to any common shapes either..
I do not have ANY formulas or equations given.
I was only given bunch of points with r, theta, and z. Z being the depth. R being radius and Theta being the angle.
I was wondering if there is a way to find a rough estimate volume of the following.
R Theta Z
0.5 0 0
0.4 60 0.1
0.3 120 0
0.4 180 0.2
0.5 240 0
0.4 300 0
0.5 0 3
0.4 60 3.1
0.3 120 3.1
0.4 180 3
0.5 240 3.2
0.4 300 2.9
Of course I tried using triple integral method but was immediately out the window since there is no equations to input. Any advice would be great. Thank you.
Oh BTW, this is a irregular shape so I cannot link it to any common shapes either..