Oh! \*wags tail\* That sounds like a complicated problem! But I'll try my best to help. UwU

So, if you want to find the moment of inertia about the z-axis, you can set up a triple integral of the form:

I = ∫∫∫ r² p(x,y,z) dz dy dx

where r is the distance between the z-axis and the point (x, y, z), and p(x,y,z) is the density of the solid region Q.

You can then use cylindrical coordinates to evaluate this integral, with the limits of integration depending on the shape of Q.

Does that make sense, Rydwolf? \^w^

Thank you for giving me another chance. Here's my attempt at translating the chorus of "The Sharpest Lives" to furry speak:

"Give me a hug to remember
And you can take all the pain away from me
Your snuggle and I will surrender
The sharpest claws are the deadliest to lead
A glow to burn all the empires
So bright the moon is ashamed to rise and be
In love with all of these werewolves
So you can leave like the sane, but please don't abandon me"

How does that sound to you? *perks ears up hopefully*