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Vector Quantities
Displacement, velocity, acceleration, force, torque, momentum, electric field, weight
Scalar quantities
Distance, speed, work/energy, power, pressure, electric potential, temperature, density, mass
Cos 30
√3/2
Cos 45
√2/2
Cos 60
1/2
Cos 90
0
Sin 30
1/2
Sin 45
√2/2
Sin 60
√3/2
Sin 90
1
Three kinematics formuals
d = vi*t + ½ (a)(t²)
vf² = vi² + 2ad
vf = vi +at
X component
Cos theta
Y component
Sin theta
Momentum
p = mv
m = mass
v = velocity
Impulse
FΔt = Δp
Work energy therome
W = KE, W = F d = Fdcosθ
Power
Energy/time
Efficiency
W out / E in
Centripetal acceleration
ac = v²/ r
Torque
Torque = rFsintheta
Period
T = 2π/ ω
w = angular velocity
Moment of Inertia
I = mr²
mass of rotating bodies (kg)
r = distance of object from centre of axis of rotation (m)
Newtons law of universal gravitation force
Fg = (G m *m )/ r²
Hooke’s law
Fx = -kx
Spring potential energy
U = ½ kx²
Period of a simple harmonic oscillator
Ts = 2pi√m/k
Frequency of a simple harmonic oscillator
f = 1/2pi √k/m
Angular frequency
w = 2pi/T = √k/m
Period of a simple pendulum
Tp = 2pi √L/g
wavelength
= v/f
Intensity of sound
dB = 10log10 (I1/I0)
frequency of string/pipe attached at both ends
f = nv/2L
frequency of pipe open at one end
f = nv/4L
Conservation of flow/equation of continunity
A1v1 = A2v2
Work done by gas
W = PV
P = pressure
Change in internal energy
U = Q + W
Avg. kinentic energy of molecules of a gas
Kavg = 3/2 KbT = 3R/2N * T
Electric potential energy
U = q V
q = charge
V = change in electric potential
Electric potential
V = kQ/ r
Capacitance
C = k Eo A/d
Voltage
I = V/R
Power/Energy dissipation
P = IV
P = I² R
P = V² / R
Current
I = Q/t
Resistance
R = pl/A
p = resistivity
l = length
Charge of capacitor
V = Q/C
Uc = ½ QV
Energy of capacitor
Uc = ½ C(V²)
Uc = ½ Q² / C
Index of refraction
n = c/v
Thin lens equation
1/f = 1/do + 1/di
Magnification
M = hi/ho = -di/do
Lens power
P = 1/f
Converging
Convex lens + concave mirror
Diverging
Concave lens + convex mirror
For a converging lens if d0 > 2f
It is smaller, inverted, real
For a converging lens if d0 = 2f
Same size, inverted and real.
For a converging lens, if d0 = f
No image
For converging lens, if d0 < f
Larger, upright, and virtual.
Diverging lens are always
SUV, small, upright, and virtual.
Location conventions
Lens: real is behind, and virtual is in front
Mirror: real is in front and virtual is behind.
Sign conventions
di = + if real image
di = - if virtual image
if converging, f = +
if diverging, f = -
if magnification positive, it is upright
if magnification negative, it is inverted.
If the object is between focal point, and 2F
Then it is larger, inverted, and real.
Change in internal energy sign conventions:
When the gas does work: W < 0
When the work is done on the gas: W > 0
When the gas absorbs heat: Q > 0
When the gas releases heat: Q < 0
Linear thermal expansion
L = aLo T
Light and mediums and n and bending
If light is moving into a medium with lower n then the light will travel faster and it will bend away from the normal.
If light is moving into a medium with higher n then the light will travel slower and will bend towards the normal.
Isobaric pressure
Pressure remains constant
Adibatic process
No heat transfer
Isochoric process
Volume remains constant
Isothermal process
Change in internal energy is 0