Chapter 3 Flashcards

1
Q

Types of cash flows?

A

1- single cash flow.
2- uniform series.
3- linear gradient series.
4- geometric gradient series.
5- irregular series.

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2
Q

1- single cash flow?

A

The simplest case involves the equivalence of a single present amount and its future worth.
Deal with only two amounts: single present amount and its equivalent future worth.

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3
Q

2- equal, uniform series?

A

Includes transactions arranged as a series of equal cash flows at regular intervals, known as an equal payment series or uniform series.
Deals with p,f,a
A is the constant amount of the cash flows in the series.

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4
Q

3- linear gradient series?

A

A common pattern of variation occurs when each cash flow in a series increases or decreases by a fixed amount.
It’s called linear gradient because its cash flow diagram produces an ascending or descending straight line.
P,F, A, and G

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5
Q

4- Geometric gradient series?

A

Series in the cash flow is determined not by fixed amount but by fixed rate expressed as a percentage.
Curving gradient in the diagram.
A,P,F, and g

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6
Q

5- irregular mixed series?

A

Doesn’t exhibit a regular pattern

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7
Q

Single payment factors

A

F,n,p,i
Single payment compound amount factor (SPCAF) is F/P which means find F given P.
Single payment present worth (SPPWF) is P/F means find P given F.

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8
Q

Equal payment uniform series

A

Uniform series present worth factor (USPWF) its P/A which means find present given annual or A/P means find annual given present
We can solve using superposition theory which means each value return to present alone an dthen add them together but its harder way.

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9
Q

Uniform series compound amount

A

Sinking fund factor A/F find annual given future or the opposite F/A find future given annual.

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10
Q

Arithmetic gradient series

A

Cash flow series that either increases or decreases by a constant amount.
Income, receipts, +
Outcome, disbursement -
The amount of increase or decrease is the gradient G
Base amount is the first amount without adding or subtracting from it.

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11
Q

Strict linear gradient series

A

Has the origin at the end of the first period with a zero value
Year 1 = zero dollars.
Year 2= G
Year 3= 2G
G>0 increasing
G<0 decreasing

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12
Q

Arithmetic linear gradient series analysis
Three factors will be considered in arithmetic gradient strict series?

A
  • P/G factor, find present given gradient: Colbert gradient without the base amount
    احنا بنقسمه قسمين لنوجد p، قسم p gradient وقسم p annual وبنجمعها مع بعض
  • A/G factor, find annual given gradient. Uniform
    We find p first then A from P
  • F/G factor, find future given gradient.
    We find p or A then F
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13
Q

Geometric gradient series?

A

Cash flow increases or decreases from period to period by a constant percentage. %
Uniform rate of change defines a geometric gradient series of cash flows.
g is the constant rate of change by which amounts increase or decrease from one period to the next.
P = A1 (p/A,g,i,n)
There are two equations one if I=g and one if I doesn’t equal g
Inc or decrease in a curve not straight line.

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