#I=mr^2
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If you mean for a pendulum, it's just the quantity that makes Newton's Laws consistent w/ rotational kinematics
$\vec{\tau}=I\vec{\alpha}$, if you compute the torque and angular acceleration, you get their magnitudes being $\tau= mr^2\alpha$
omegabet_
I just meant the “general” equation for the moment of inertia dependent on mass and on the radius and on how the mass is distributed
Every video tell its mr^2
Does it come from this derivation?
From this one?
It's not, I depends on the distribution of mass
Well yeah that’s for when the mass is distributed evenly around a circle
But is it always derived
From the one equation you mentioned above?
It's derived from the definition
What’s the definition?
I is just the discrete/continuous sum of mr^2's, whichever is apt
But yeah how is that derived
Why r^2 and not r^3
dimensions need to work
You also cant derive a definition
Google is also a thing btw
Yes I know
Thanks