Asked by Susie
A solid cone of uniform density ρ has a base radius a and a height h. Now the top h/2 is cut by a plane parallel to the base and removed. For the remaining part of the truncated cone, calculate:
a. Center of the mass
b. Moment of inertial about its symmetry axis
a. Center of the mass
b. Moment of inertial about its symmetry axis
Answers
Answered by
oobleck
this should prove helpful.
web.mit.edu/8.13/8.13c/references-fall/aip/aip-handbook-section2c.pdf
or just do the required integrals for yourself...
google can provide helpful examples and derivations.
web.mit.edu/8.13/8.13c/references-fall/aip/aip-handbook-section2c.pdf
or just do the required integrals for yourself...
google can provide helpful examples and derivations.
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