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Momentum
p→ = mv
(momentum = mass×velocity)
momentum is a vector
units are kg×m/s
Impulse
J→ = FΔt
impulse is a vector
units are kg×m/s
Translational kinetic energy
K = 1/2mv²
Elastic potential energy
Eₚ = 1/2kx²
Gravitational potential energy
U = mgy
Work energy theorem
Wₙₑₜ = ΔKE
Work done by nonconservative forces
Wₙ꜀ = ΔKE + ΔPE
Work
W = Fcosθd
Hooke’s Law
F = -kx
Conservation of Mechanical Energy
KE₁+ PE₁ = KE₂ + PE₂
Relative motion
mv = m₁v₁ + m₂v₂
Definition of power
P = w / Δt
rate at which work can be delivered
unit = Watts
Alternate power formula
P = Fv
Impulse momentum theorem
J = Δp = 2mvsinθ
Final kinetic energy when object starts from rest
KE₂ = mgd - Fd
Average power during displacement
Pₐᵥ = -F √(KE₂/2m)
Initial velocity of falling object
v₀ = √(v² + 2gΔy)
Initial compression of a spring, Δℓ
Δℓ = √(m/k) × v₀