According to basic concepts of particle rotation problems and rigid bodies, analyze the statements and determine which of them are true. I - in a circular motion, the linear velocity vector is always perpendicular to the resulting acceleration vector; II - if a particle performs a circular movement (of radius R) with constant angular velocity, the tangential acceleration over it is null; III - the Moment of Inertia of a particle system is a scalar quantity whose value is independent of the choice of rotation axis; Choose one: a) Only I b) Only I and III c) Only II and III d) Only I and II e) None of the alternatives are true f) Only II g) All alternatives are true h) Only the III
According to basic concepts of particle rotation problems and rigid bodies, analyze the statements and determine which of them are true.
I - in a circular motion, the linear velocity vector is always perpendicular to the resulting acceleration vector;
II - if a particle performs a circular movement (of radius R) with constant
III - the Moment of Inertia of a particle system is a scalar quantity whose value is independent of the choice of rotation axis;
Choose one:
a) Only I
b) Only I and III
c) Only II and III
d) Only I and II
e) None of the alternatives are true
f) Only II
g) All alternatives are true
h) Only the III
Trending now
This is a popular solution!
Step by step
Solved in 4 steps with 1 images