Online exponential growth/decay calculator.

*x*(*t*) = *x*_{0} × (1 + *r*)^{ t}

*x*(t) is the value at time t.

*x*_{0} is the initial value at time t=0.

r is the growth rate when r>0 or decay rate when r<0, in percent.

t is the time in discrete intervals and selected time units.

*x*_{0} = 40

*r* = 3% = 0.04

*t* = 80 hours

*x*(*t*) = *x*_{0}* *× (1 + *r*)^{ t} = 40×(1+0.03)^{80} = 425.63

*x*_{0} = 40

*r* = 5% = 0.05

*t* = 80 hours

*x*(*t*) = *x*_{0}* *× (1 + *r*)^{ t} = 40×(1+0.05)^{80} = 1982

*x*_{0} = 60

*r* = 3% = 0.05

*t* = 80 hours

*x*(*t*) = *x*_{0}* *× (1 + *r*)^{ t} = 60×(1+0.05)^{80} = 2973

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