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y = a(1 ± r)^t
Exponential growth/decay
r = percent as decimal (move two to the left)
t = time
A = P(1 + (r/n))^nt
Compound interest
n = number of times it compounds (typically per year)
P = principal amount put into the account
A = Pe^rt
Continuous compounding/ genetic exponential
P = principal amount
A = A0 x e^kt
Continuous compounding/genetic exponential
A0 = New amount
k = constant (to be solved for)
T(t) = Ts + (T0 - Ts)e^-kt
Newtons law of heating/cooling
T(t) = Temp at time t
Ts = Temp of surroundings
T0 = Initial temp
t = time
k = constant