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## Ignore words

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Kinematic (solving for final velocity, no displacement involved)
v = v₀ + at
Kinematic (solving for displacement)
∆x = v₀t + ½at²
Kinematic (solving for final velocity)
v² = v₀² + 2a∆x
Newtons Second Law (solve for Fnet)
Fnet = ma
Impulse
∫F dt = ∆p
Momentum
mv
Definition of Force (derivative)
dp / dt
Work (Integral)
∫F⋅dr
Kinetic Energy
½mv²
Power (Derivative)
dW / dt
Power (Non calculus definition)
F⋅v
Gravitational Potential Energy
mgh
Centripetal Acceleration (in terms of v)
v² / r
Centripetal Acceleration (in terms of ω)
ω² r
Torque (Involving lever arm)
r × F
Torque (Involving Inertia)
Force in a spring
-kx
Energy stored in a spring
½kx²
Bridge Equation(displacement)
θr
Bridge Equation(velocity)
ωr
Bridge Equation(acceleration)
αr
Period of an Oscillating Mass (on spring)
2π√(m/k)
Period of a Simple Pendulum
2π√(l/g)
Angular Momentum (in terms of Inertia)