[ECON] Flashcards - Module 2 and 3

1
Q

a series of equal payments occurring at equal interval of time

A

Annuity

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2
Q

Types of Annuities

A

Ordinary Annuity, Annuity Due, Deferred Annuity, and Perpetuity

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3
Q

this type of annuity is one where the payments are made at the end of each period beginning from the first period.

A

Ordinary Annuity

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4
Q

In ordinary annuity, when does P occur?

A

one period before 1st payment

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5
Q

In ordinary annuity, when does F occur?

A

at the same time with last payment

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6
Q

this type of annuity is one where the first payment is made several periods after the beginning of the annuity.

A

Deferred Annuity

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7
Q

It is when payments are made at the beginning of the payment period.

A

Annuity Due

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8
Q

is an annuity where the payment period extends forever, which means that the periodic payments continue indefinitely.

A

Perpetuity

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9
Q

series of cash flows where the amounts change every period.

A

Gradient Series

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10
Q

Types of Gradient Series

A

Arithmetic and Geometric Gradient Series

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11
Q

It is one wherein the cash flow changes (increase or decreases) by the same amount in each cash flow period.

A

Arithmetic Gradient Series

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12
Q

The amount of increase or decrease in payments

A

Gradient

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13
Q

It takes the equivalent of a gradient series as ordinary annuity.

A

Equivalent Uniform Amount

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14
Q

It is when the periodic payment increases or decreases by a constant percentage.

A

Geometric Gradient Series

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15
Q

one of the most important applications of perpetuity

A

Capitalized Cost

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16
Q

It is the sum of its first cost and the present worth of all costs for replacement, operation, and maintenance for a long period or forever.

A

Capitalized Cost

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17
Q

the worth of the property at the end of useful life

A

Salvage Value

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18
Q

defined as the worth of the property if disposed of as a junk.

A

Scrap Value

19
Q

any mode of paying debt, the principal and the interest included, usually by a series of uniform amount every period.

A

Amortization

20
Q

a table showing the payments throughout the total interest period.

A

Amortization Schedule

21
Q

the decrease in the value of a physical property with the passage of time.

A

Depreciation

22
Q

Types of Depreciation

A

Physical and Functional Depreciation

23
Q

this is due to the reduction of the physical ability of an equipment or asset to produce results.

A

Physical Depreciation

24
Q

this is due to the lessening in the demand for the function which the property was designed to render.

A

Functional Depreciation

25
Q

the cost of acquiring an asset, including transportation expenses and other normal costs of making the asset serviceable for its intended use.

A

Initial Investment/First Cost (FC)

26
Q

worth of property or an asset as shown on the accounting records of the company. It is the original cost of the property less all allowable depreciation deductions.

A

Book Value (BV)

27
Q

the amount that will be paid by a willing buyer to a willing seller for a property after depreciation is competed.

A

Salvage Value (SV)

28
Q

the expected period that a property will be used in trade or business to produce income.

A

Useful life (L)

29
Q

the length of time during which the property is capable of performing the function

A

Physical life

30
Q

length of time during which the property may be operated at a profit.

A

Economic life

31
Q

the number of years over which the basis of property is recovered through the accounting process

A

Recovery period (n)

32
Q

a percentage for each year of the recovery period that utilized to compute an annual depreciation deduction.

A

Recovery rate (i)

33
Q

Methods of Depreciation

A

Straight Line (SLM), Sinking Fund (SFM), Declining Balance (DBM), Double Declining Balance (DBBM), Sum of Year Digits (SOYDM), and Service-Output Method (SOM)

34
Q

The simplest depreciation Method

A

Straight Line Method

35
Q

Assumes that the loss in value is directly proportional to the age of equipment or asset

A

Straight Line Method

36
Q

This method assumes that a sinking fund is established in which funds will accumulate for replacement

A

Sinking Fund Method

37
Q

In this method, total depreciation is assumed to be equal to the accumulated amount in sinking fund at that time.

A

Sinking Fund Method

38
Q

sometimes called the constant percentage method or the Matheson Formula

A

Declining Balance Method

39
Q

it is assumed that the annual cost of depreciation is a fixed percentage of the salvage value at the beginning of the year.

A

Declining Balance Method

40
Q

This method is very similar to the DBM except that the rate of depreciation k is replaced by 2/L

A

Double Declining Balance Method

41
Q

It is a method of evaluating depreciation where the depreciation changes from year to year.

A

Sum of Year Digits (SOYD) Method

42
Q

This method assumes that the total depreciation that has taken place is directly proportional to the quantity of output of the property up to that time.

A

Service-Output Method

43
Q

This method has the advantage of making the unit cost of depreciation constant and giving low depreciation expense during periods of low production

A

Service-Output Method

44
Q

Methods involved in Service-Output Method

A

Service Method and Output Method