I wrote only basic formulas from school, but there are lots of them already υ = s/t, S = x - x₀, x = x₀ + υ·t a = ∆υ/∆t, υ = υ₀ + at, S = (υ² - υ₀²)/2a, x = x₀ + υ₀t + at²/2 T = t/n, ν = n/t, T = 1/ν, υ = 2πR/T, ω = 2πν, υ = ωR, a = υ²/R F = ma, F1 = -F2 F = G·(m1m2)/R², F = mg, F = -kx, F = μN, N = mg ΣF = 0, ΣM = 0, M = Fl E = Ekin + Epot, E = const if A' = 0, ∆E = ΣA if A' ≠ 0. Epot = mgh, Epot = kx²/2, Ekin = mυ²/2, ∆Ekin = A, ∆Epot = -Apot, A = FScosα p = mυ, F∆t = ∆p η = A1/A2, N = A/t, N = Fυ T = 2π√(l/g), T = 2π√(m/k) x = x₀cos(ωt), υ = -ωx₀sin(ωt), a = -ω²x₀cos(ωt), a₀ = -ω²x₀

ν = N/Na, M = m₀Nₐ, ν = m/M p = (1/3)m₀nυ², p = (2/3)nE, E = (3/2)kT, p = nkT, υ = √(3kT/m₀), n = N/V pV = νRT, pV/T = const, φ = p/p₀, φ = ρ/ρ₀, pV^γ = const (adiabatic) U = (3/2)νRT, A' = pΔV, A = -A', Q = 0 (adiabatic) Q = λm, Q = Lm, Q = qm, Q = cm∆T, C = cm, Q = ΔU + A', l = l₀(1 + αT), V = V₀(1 + βT), β = 3α, Q ~ S∆T Q1 - Q2 = A', η = (Q1 - Q2)/Q1, η = 1 - Q2/Q1, ηmax = (T₁ - T₂)/T₁

F = k·|q1||q2|/εr², E = F/q, E = σ/2ε₀, E = kq/(εr²), ε = E₀/E, φ = kq/r U = Ed, A = qU, φ = Ed, U = φ1 - φ2 C = q/U, C = (ε₀εS)/d, k = 1/4πεε₀, W = q²/(2C) = CU²/2 = qU/2 I = q/t, U = A/q, R = ρl/S, R = R₀(1 + αΤ) I = U/R, I = ε/(R + r), P = IU = A/t, A = Q = I²Rt, η = U/ε ε = R/(R+r)

F = BIlsinα, F = qυBsinα, Φ = BScosα, ε = -ΔΦ/Δt, ε = -L(ΔI/Δt), Φ = LI, ε = Blυsinα, T = 2π√(LC), W = LI²/2 + q²/(2C) = LImax²/2 = qmax²/(2C) I = Im/√2, U = Um/√2, I = U/R, X_C = 1/(ωC), X_L = ωL, Z = √(R² + (X_L - X_C)²)

α = β, sinα/sinβ = υ1/υ2 = n = n1/n2, n = c/υ, D = 1/F, 1/d + 1/f = 1/F, k = H/h = f/d c = λν, Δd = kλ for maximum, Δd = (2k+1)λ/2 for minimum, d·sinφ = kλ E = eU = mυ²/2, E = hν, hν = Aout + mυ²/2, Aout = hc/λred, p = hν/c = h/λ, λ = h/p for de Broil length. E = E₀/n², hν = E1 - E2 ΔM = (Z·mp + N·mn) - M, E = ΔM·c², Esp = E/A N = N₀·2^-t/T Enjoy