Question 506 ▼ What is the main assumption in deriving L_z = I ω? The body is spherical The body is symmetric about the rotation axis The mass is zero The velocity is constant Check Answer Report Question
Question 507 ▼ How does the expression for L_z relate to Newton’s second law in rotation? They are unrelated dL_z/dt = τ_z is the rotational analog L_z = F r τ = m a r Check Answer Report Question
Question 508 ▼ What is the role of the origin in angular momentum calculation? It has no role It defines the reference point for position vectors It determines mass It sets the time Check Answer Report Question
Question 509 ▼ What determines whether L equals L_z? Temperature External force Symmetry of the body about the rotation axis Linear speed Check Answer Report Question
Question 510 ▼ What is the implication of L = I ω k̂? The body is translating The torque is zero The body is symmetric and rotating about a symmetry axis The angular velocity is changing Check Answer Report Question