v = d/t
Where v = Velocity (m/s)
d = distance (m)
Fnet = ma
Where F = Force (N0
m = mass (kg)
p = mv
Where p = Momentum
m= mass (kg)
vf = vi
+ at
Where vf =
Final Velocity (m/s)
vi = Initial Velocity (m/s)
a = acceleration (m/s/s)
K = ½ mv2
Where K = kinetic energy
m = mass (kg)
Ug = mgh
Where
Ug = Change in potential energy
m = mass (kg)
g = gravity (m/s)
Fx = -k(x –
xo)
Where Fx =
Force (N)
k = spring force constant
x = distance from equilibrium
xo = spring equilibrium
position
U = ½ kx2
Where U = Spring
potential energy
k = Spring force constant
X = distance from equilibrium
density
of fluid x Volume submerged x g = mg
F = G (m1m2/r2)
Where F = Force
G = 6.67 * 10-11
m1 = mass one
m2 = mass two
V = IR
Where V= Voltage
I = Current (Amperes)
g
= Fd
Where g
= Torque (N/m)
f = Force (N)
l
= V/f’
Where l
= Wavelength
V = Phase Speed
f’ = frequency
F = QvB
Where F = Force on a
Particle
Q
= Magnitude of Charge
v = Velocity
F = (Q1Q2
K)/ R2
Where F = Force
Q1
= Charge one
Q2
= Charge two
K
= 9 x 109
R =
Distance between the charges
∆P = pg (∆h)
Where ∆P = Pressure
p
= fluid density
g
= acceleration due to gravity
∆h = height of fluid above point of measurement