Heres the formula sheet everybodys been dying for
V = Vi + A*T
V^2 = Vi^2 + 2*A*D (D is distance)
X = Xi + Vi*T + 1/2*A*T^2 (formula of the year)
Vx = V*cos(theta)
Vy = V*sin(theta)
Calculating magnitude: V = sqrt(Vx^2 + Vy^2) - when given components and finding magnitude
of final vector
Calculating angle: tan(theta) = Vx/Vy = when given components and finding angle of final
vector
F=MA (obviously)
Fg = MG (Force of gravity = Mass * Acceleartion due to gravity), Accel due to Grav = 9.8
m/s^2
Centripetal Accel = V^2/R = 4(pi)^2*R/T^2
Gravity = G*M1*M2/R^2, G = 6.67e-11
Work = F*D*cos(theta) [D is distance, theta is angle of which the force was applied]
KE = 1/2*M*V^2
PE = M*G*H (M is mass, H is height above ground)
Work = change in KE = 1/2*M*Vf^2 - 1/2*M*Vi^2
P = M*V (P is momentum)
F*t = change in momentum, F*t is called the impulse
Nonelastic Collision - M*Vi = M*Vf
Elastic - 1/2*M*Vi^2 = 1/2*M*Vf^2
w = theta / t (w is angular veloctiy)
a = w/t
v = r*w
a[tangential] = ra
UNITS
LINEAR ROTATIONAL
Displacement Meter Radians (no units)
Velocity Meters/Sec Radians/Sec
Accel Meters/Sec^2 Radians/Sec^2
Mass Kilograms Moment of Inertia (Kg * M^2)
Time Seconds (T) Seconds(T)
Force Newtons Torque (Newtons * Meters)
Momentum P L
springs: F = kx
PE = 1/2*k*x^2
Frequency = 1/Period
T = 2(pi)*sqrt(m/k) --- T is period, M is mass, K of spring
Pendulum: T = 2(pi)*sqrt(L/G) --- T is period, L is length of string, G is gravity
acceleration
Vel = (wavelength) * (frequency) --- velocty of a wave
F = k(Q1*Q2)/d^2 - Q1 and Q2 are charges on particles, k = 9.0e9
Can be rewritten as F = 1/(4*pi*E) * Q1Q2/d^2, E is permeability of free space = 8.85e-12
E = k*Q/r^2 - E is strenght of electric field, k=9.0e9 | 
