MCAT Formulas Complete Review, Exams of Physics

MCAT Formulas Complete Review MCAT Formulas Complete Review

Typology: Exams

2025/2026

Available from 02/22/2026

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MCAT Formulas
Distance formula - -d=vt
VAT - -Vf = V + at
VAX - -Vf² = V² + 2ax
TAX - -∆x = vt + 1/2at²
centripetal motion (2) - -Ac = V²/ r
Fc = mv²/ r
Law of gravitation - -F=GMM/ r²
Newtons second law - -Fnet = ma
Kinetic friction - -Fk = µkFn
Static friction - -Fs≤ µsFn
Torque - -t = F x r
t = Flsinθ (l=length)
Hooke's law - -F = -Kx (K= spring const)
Kinetic energy - -KE = 1/2 mv²
Gravitational Potential energy - -PE = mgh
Spring PE - -PE = 1/2 Kx²
power - -P = W/t (work/ time)
work - -W=Fdcosθ
momentum - -p = mv
Conservation of momentum - -mv + mv
= mv + mv
Ohms law (2) - -P=IV
V=IR (v = volts, I= current, R = resistance, P=
power)
current - -I = ∆q/ ∆t (q = charge)
Capacitors in sieres - -1/Cs = 1/C + 1/C +
etc
Capacitors in parallel - -Cp = C + C + etc
Resistors in series - -Rs = R + R + etc
Resistors in parallel - -1/Rp = 1/R + 1/R +
etc
electrostatic force - -F = Kqq/ r²
electric field - -E = R/q
Capacitance - -q = VC
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Distance formula - - d=vt VAT - - Vf = V₀ + at VAX - - Vf² = V₀² + 2a∆x TAX - - ∆x = v₀t + 1/2at² centripetal motion (2) - - Ac = V²/ r Fc = mv²/ r Law of gravitation - - F=GM₁M₂/ r² Newtons second law - - Fnet = ma Kinetic friction - - Fk = μkFn Static friction - - Fs≤ μsFn Torque - - t = F x r t = Flsinθ (l=length) Hooke's law - - F = - Kx (K= spring const) Kinetic energy - - KE = 1/2 mv² Gravitational Potential energy - - PE = mgh Spring PE - - PE = 1/2 Kx² power - - P = W/t (work/ time) work - - W=Fdcosθ momentum - - p = mv Conservation of momentum - - m₁v₁ + m₂v₂ = m₁v₁ + m₂v₂ Ohms law (2) - - P=IV V=IR (v = volts, I= current, R = resistance, P= power) current - - I = ∆q/ ∆t (q = charge) Capacitors in sieres - - 1/Cs = 1/C₁ + 1/C₂ + etc Capacitors in parallel - - Cp = C₁ + C₂ + etc Resistors in series - - Rs = R₁ + R₂ + etc Resistors in parallel - - 1/Rp = 1/R₁ + 1/R₂ + etc electrostatic force - - F = Kq₁q₂/ r² electric field - - E = R/q₀ Capacitance - - q = VC

energy stored by capacitor - - U = 1/2CV² electric field due to point charge - - E = Kq/ r² electrical potential - - ∆V = ∆U/q₀ magnetic force around wire - - B = μ₀I/ 2πr (I= currant) magnetic force (2)_ - - F =qvBsinθ F = ILBsinθ electrical potential of point charge - - V = Kq/r magnetic field at center of wire loop - - B = μ₀I/ 2r density - - p = m/V pressure - - P = F/A specific gravity - - s.g = psub/ pwater (p = density) osmotic pressure - - π = MRT buoyant force - - Fb = pVg total pressure of fluid - - Ptot = Patm + Pgauge continuity equation - - A₁V₁ = A₂V₂ termal expansion (2) - - ∆L = αL∆T ∆V=βV∆T Grahams law - - Rate A/ Rate B = √MMB/ MMA fluid gauge pressure - - Pfluid = pgh bernoullis equation - - P + 1/2pv² + pgh = const heat energy - - ∆Q= mc∆T latent heat - - ∆Q = mL 1st law of thermo - - ∆U = Q-W (work = W) internal energy of ideal gas - - U = 3/2 nRT gibbs free enegy - - ∆G = ∆H - T∆S equilibrium gibbs energy - - ∆G˚ = - RTlnKeq wave frequency and period - - f = 1/T spring angular frequency - - w= 2πf = √K/m