Present Value Formula Lump Sum (single amount) | Formula with examples
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YouTubeCounttuts
Present Value Formula Lump Sum (single amount) | Formula with examples
In this lesson, we explain what the Present Value of a lump sum (single amount) is and the formula to calculate the present value (PV) of a lump sum (single amount). We also explain and go through examples of how to calculate the present value (PV) of a lump sum when there is compounding. We go through various examples with compounding annually ...
31.5K viewsDec 28, 2019
Present value Finance
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SOLVED: Time Value of Money TableTVM FormulaAnnual Compounding Compounded Per YearDetailCompoundingFV of a lump sum PV of lump sum The interest rate required for PV to GrowPV (1 i)^nPV (1 i/m)^imDiscounting(1 i)^-nThe length of time required N = for PV to grow In(1 i)N = M/(i 1)FV of annuityFV= C[(1 i)^n-1]/iPV of annuityPV of C = C/(1 i)^n = perpetuity (1/(i m))PV of growing perpetuity = C/(i-g)Net Present Value NPV = Σ(Ct/(1 r)^t) - C0Internal Rate of Return (IRR) = 0 = Σ(Ct/(1 IRR)^t) - C0E
SOLVED: Time Value of Money TableTVM FormulaAnnual Compounding Compounded Per YearDetailCompoundingFV of a lump sum PV of lump sum The interest rate required for PV to GrowPV (1 i)^nPV (1 i/m)^imDiscounting(1 i)^-nThe length of time required N = for PV to grow In(1 i)N = M/(i 1)FV of annuityFV= C[(1 i)^n-1]/iPV of annuityPV of C = C/(1 i)^n = perpetuity (1/(i m))PV of growing perpetuity = C/(i-g)Net Present Value NPV = Σ(Ct/(1 r)^t) - C0Internal Rate of Return (IRR) = 0 = Σ(Ct/(1 IRR)^t) - C0E
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SOLVED: Time Value of Money TableTVM FormulaAnnual Compounding Compounded Per YearDetailCompoundingFV of a lump sum PV of lump sum The interest rate required for PV to GrowPV (1 i)^nPV (1 i/m)^imDiscounting(1 i)^-nThe length of time required N = for PV to grow In(1 i)N = M/(i 1)FV of annuityFV= C[(1 i)^n-1]/iPV of annuityPV of C = C/(1 i)^n = perpetuity (1/(i m))PV of growing perpetuity = C/(i-g)Net Present Value NPV = Σ(Ct/(1 r)^t) - C0Internal Rate of Return (IRR) = 0 = Σ(Ct/(1 IRR)^t) - C0E
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