1. The problem statement, all variables and given/known data see attachment 2. Relevant equations integration 3. The attempt at a solution answers: a. mH2/6 + mt2/12 b. mB2/2 + mt2/12 c. mH2/6 + mB2/2 d. -mBH/4 e. 0, 0 If the plate were thin t can be ignored. Ok so e is because of symmetry so I get that. a-d on the other hand....seems like a bunch of complicated integrals. So double/triple integrals? I know integration needs to be done across the thickness, and then across the surface of the triangle, so 2 integrals? Any help would be appreciated.