- #1
Linus Pauling
- 190
- 0
1. Find the moment of inertia I_x of particle a with respect to the x-axis (that is, if the x-axis is the axis of rotation), the moment of inertia I_y of particle a with respect to the y axis, and the moment of inertia I_z of particle a with respect to the z axis (the axis that passes through the origin perpendicular to both the x and y axes).
Particle a is located at x=3r, y=r, z=o
2. I = Integral(x^2 + y^2)
3. I_x = 1/3 * mr^3
I_y = 3mr^3
I_z = 10/3 * mr^3
Particle a is located at x=3r, y=r, z=o
2. I = Integral(x^2 + y^2)
3. I_x = 1/3 * mr^3
I_y = 3mr^3
I_z = 10/3 * mr^3