Explain PVA vs FVA and give examples.
PVA: | |
PVA means PV of annuity. Annuity is series | |
of equal payments for a specified number | |
of periods. | |
The PV of annuity = [(1+r)^n-1]/[r*(1+r)^n] | |
I needed an annuity of $500 (yearly) for 25 years | |
for which I approached an Insurance co. | |
The company asked me to pay the PV of the | |
annuity, the discount rate being 3% p.a. | |
The PV of annuity or the amount payable today to purchase the annuity = 500*(1.03^25-1)/(0.03*1.03^25) = | $ 8,707 |
FVA is the opposite of PVA. | |
It is given by the formula: | |
FVA = [(1+r)^n-1]/r | |
Example: | |
I plan to save $500 for 5 years at the end of each | |
year. If I can earn an interst rate of 3% compounded | |
annually, the FV of this annuity will be: | |
500*(1.03^5-1)/0.03 = | $ 2,655 |
1. Define PV, FV, PVA, FVA, and PV . using an example with close relevance to you. The example may be professionally (e.g., issuing bonds and stocks of your corporation) or personally (e.g., investing your retirement assets) related to you.
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