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Lesson 7 of 13
Quiz

Present Value of a Single Cash Flow

Present value of a single cash flow refers to how much a single cash flow in the future will be worth today. The present value is calculated by discounting the future cash flow for the given time period at a specified discount rate.

The formula for calculating future value is:

pv1
pv1

Example

Calculate the present value (FV) of a payment of $500 to be received after 3 years assuming a discount rate of 6% compounded semi-annually.

FV = 500/((1+6%/2)^(2*3)) = $418.74

We can also solve this problem using the calculator as follows:

In our above example, enter FV = 500, change P/Y = 2 (semi-annual compounding), I/Y = 6, N = 6.

Then press CPT > PV. We get:

FV = 418.74

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Future Value of a Single Cash Flow

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Future Value and Present Value of Ordinary Annuity

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Time Value of Money

13 lessons

Lessons

1
Introduction - Time Value of Money
2
Interest Rates
3
Interest Rate Equation
4
Nominal Interest Rate and Effective Yield
5
Time Value of Money for Different Compounding Frequencies
6
Future Value of a Single Cash Flow
7
Present Value of a Single Cash Flow
8
Future Value and Present Value of Ordinary Annuity
9
Present Value and Future Value of Annuity Due
10
Present Value of a Perpetuity
11
Present Value and Future Value of Uneven Cash Flows
12
Annuities with Different Compounding Frequencies
13
Using a Timeline to Solve Time Value of Money Problems

Quizzes

Time Value of Money (Quiz 1)Time Value of Money (Quiz 2)
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