ASU PHY 121 Exam 2 Questions with Verified
Correct Answers
Friction
Non-conservative force between two object surfaces
Friction Formula
Ff=(mu)Fn
Coefficient of Friction
(mu)s or (mu)k for maximum static friction or kinetic friction
Centripetal Acceleration
Acceleration for Circular Motion
Centripetal Acceleration Formula
ac=v^2/r
Scalar/Dot Product
ABcos(Φ)
Work
Force applied over a distance
Work Formula
Fscos(Φ)
Work-Kinetic Energy Theorem
ΣW=ΔKE
, Work-Force Relationship
W=∫Fds
Uniform Circular Motion
Constant angular velocity and centripetal acceleration (Work done in one revolution is 0)
Nonuniform Circular Motion
Nonconstant angular velocity (Work done in one revolution is (2πr*F)
Area under the Force vs. Distance graph
Total work done
Kinetic Energy
KE=(1/2)m*v^2
Spring Force
Fs=-kx
Work done by Spring
Ws=(1/2)kx^2
Work done by Gravity
W=-mgh
Conservative Forces
Reversible, path-independent forces (gravity, elastic forces)
Nonconservative Forces
Non-reversible, path-dependent forces (tension, friction)
Correct Answers
Friction
Non-conservative force between two object surfaces
Friction Formula
Ff=(mu)Fn
Coefficient of Friction
(mu)s or (mu)k for maximum static friction or kinetic friction
Centripetal Acceleration
Acceleration for Circular Motion
Centripetal Acceleration Formula
ac=v^2/r
Scalar/Dot Product
ABcos(Φ)
Work
Force applied over a distance
Work Formula
Fscos(Φ)
Work-Kinetic Energy Theorem
ΣW=ΔKE
, Work-Force Relationship
W=∫Fds
Uniform Circular Motion
Constant angular velocity and centripetal acceleration (Work done in one revolution is 0)
Nonuniform Circular Motion
Nonconstant angular velocity (Work done in one revolution is (2πr*F)
Area under the Force vs. Distance graph
Total work done
Kinetic Energy
KE=(1/2)m*v^2
Spring Force
Fs=-kx
Work done by Spring
Ws=(1/2)kx^2
Work done by Gravity
W=-mgh
Conservative Forces
Reversible, path-independent forces (gravity, elastic forces)
Nonconservative Forces
Non-reversible, path-dependent forces (tension, friction)