Present value of a deferred annuity

Input(s)

iei_{e}: Effective Interest or Discount Rate (fraction)

t:\mathrm{t}: Time (year)

AvA_{v}: Annuity (currency unit)

Output(s)

PvP_{v}: Present Value of Deferred (currency unit)

Formula(s)

Pv=Av((1+ie)t)1ie(1+ie)t(1(1+ie)t2)P_{v}=A_{v} * \frac{\left(\left(1+i_{e}\right)^{t}\right)-1}{i_{e} *\left(1+i_{e}\right)^{t}} *\left(\frac{1}{\left(1+i_{e}\right)^{t-2}}\right)

Reference(s)

Mian, M. A. 2011. Project Economics and Decision Analysis Volume 1: Deterministic Models, Second Edition. Tulsa, Oklahoma: PennWell Corporation. Chapter 2, Page: 62.


Related

An unhandled error has occurred. Reload 🗙