Financial Management Chapter 6

Annuity

A series of equal payments made or received at regular time intervals

Annuity Due

A series of equal annuity payments made or received at the beginning of each period

Compound Interest Method

A method in which interest is calculated on both the original principal and on all interest accumulated since the beginning of the investment time period

Compounding

Converting a present value into its future value taking into account the time value of money. It is the opposite of discounting.

Discounting

Converting future cash flows into their present value taking into account the time value of money. It is the opposite of compounding.

Future Value

What an amount invested today (or a series of payments made over time) will be worth at a given time in the future using compound interest method, which accounts for the time value of money

Future Value Factor

The factor used to compound a present amount to its future worth. It is the reciprocal of the present value factor and is calculated using the formula (1+i)^n.

Future Value Factor of an Annuity

A factor that when multiplied by a stream of equal payments equals the future value of that stream

Future Value of an Annuity

What an equal series of payments will be worth at some future date using compound interest.

Future Value of an Annuity Table

Table of factors that shows the future value of equal flows at the end of each period, given a particular interest rate.

Future Value Table

Table of factors that shows the future value of a single investment at a given interest rate

Opportunity Cost

Proceeds lost by forgoing other opportunities

Ordinary Annuity

A series of equal annuity payments made or received at the end of each period

Perpetuity

An annuity for an infintire period of time

Present Value

The value today of a payment (or series of payments) to be received in the future, taking into account the cost of capital (sometimes called discount rate).

Present Value Factor

The factor used to discount a future amount to its current worth. It is the reciprocal of the future value factor and is calculated using the formula 1/(1+i)^n.

Present Value Factor of an Annuity

A factor that when multiplied by a stream of equal payments equals the present value of that stream

Present Value of an Annuity

What a series of equal payments in the future is worth today, taking into account the time value of money

Present Value of an Annuity Table

Table of factors that shows the worth today of equal flows at the end of each future period, given a particular interest rate

Present Value Table

Table of factors that shows what a single amount to be received in the future is worth today at a given interest rate

Simple Interest Method

A method in which interest is calculated only on the original principal. The principal is the amount invested

Time Value of Money

The concept that a dollar received today is worth more than a dollar received in the future.