Math Problem Statement
Consider a thin-walled hollow sphere with mass 0.400 [kg] and radius 1.10 [m]. Suppose a 9.22 [N • m] torque is applied on the thin-walled hollow sphere and it starts rotating about an axis passing through its center. What is its angular acceleration?
Solution
Ask a new question for Free
By Image
Drop file here or Click Here to upload
Math Problem Analysis
Mathematical Concepts
Physics
Angular Motion
Torque
Moment of Inertia
Angular Acceleration
Formulas
Torque (τ) = I * α
Moment of Inertia of thin-walled hollow sphere, I = (2/3) * m * r^2
Theorems
Newton's Second Law for Rotation
Suitable Grade Level
Undergraduate Physics
Related Recommendation
Moment of Inertia, Torque, and Angular Acceleration of a Hollow Sphere and Rod System
Acceleration of the Center of Mass of a Rolling Hollow Spherical Shell
Calculate Torque for Angular Acceleration Given Moment of Inertia
Angular Acceleration of a Rod with a Force Applied at an Angle
Rotational Motion: Finding Tangential Acceleration of a Rotating Disc