C2: P/F/A/G Equations Flashcards
(17 cards)
time
(in Eng Econ)
time: how often interest is paid
money is represented how?
money is represented as…
single-payments (P and F)
- a single amount paid today P or in the future F.*
- *P** = PW = PV = cash value today
- *F** = FW = FV = future cash value
uniform series cash flows (A):
- a constant fixed amount of money that occurs at repeating time intervals*
- *A** = The value of a fixed constant amount of money during each time period.
a gradient (G and g):
- an amount of money that either increases or decreases during each time interval.
- G**= A constant arithmetic change from one time period to the next.
- *g** = A constant percent change from one time period to the next.
P
P
Present Worth = Present Value
P = value of single amount today
(at time = 0)
F
F
Future Worth = Future Value
F = value of single amount at some time in the future
(at time > 0)
A
A
Uniform series end-of-period cash flows
The value of a fixed constant amount of money during each time period (i.e. repeating time intervals).

G
G
an arithmetic gradient
an amount of money that changes (inc/decrease) by a constant arithmetic amount from one time period to the next.

g
g
a percent gradient
an amount of money that changes (inc/decrease) by a constant percentage from one time period to the next.
i
i
interest rate per period
(decimal value)
Equation
F = f (P) = ?
Note:
The value for F may be any number of time periods away from P.

Equation
P = f (F) = ?
Note:
The value for P may be any number of time periods away from F

Equation
P = f (A) = ?
Note:
P must occur one period
before the first A

Equation
A = f (P) = ?
Note:
P must occur one period
before the first A
This equation is the reciprocal of the equation for P = f (A)

Equation
A = f (F) = ?
Note:
The value for F occurs in the same period as the last A

Equation
F = f (A) = ?
Note:
The value for F occurs in the same period as the last A

Equation
P = f (G) = ?
Note:
The value for P occurs two periods before the first G
n = count G values + 1

Equation
A = f (G) = ?
Note:
The value for first A occurs one period before first G
n = count G values + 1

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