1
Q

It is the change in amount of money over a given time period

A

time value of money

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2
Q

Amount of money after n periods

A

Future Worth / Future Value / F

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3
Q

Initial amount of loan or money borrowed

A

Principal / Present Worth / Present Value / P

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4
Q

A fee that is charged for the use of someone else’s money

A

Interest (I)

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5
Q

Percentage of money charged as interest

A

Interest rate (i)

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6
Q

Number of interest period for which time is committed

A

Life of loan (n)

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7
Q

True or False. If only the rate is stated, a 1-year interest period is assumed.

A

True

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8
Q

It is a series of equal payments made at fixed intervals for a specified number of periods.

A

Annuity

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9
Q

It is a series of indefinite cash flows and can be considered as a special case of annuity.

A

Perpetuity

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10
Q

The interest earned is directly proportional to the capital involved in the loaned.

A

Simple Interest

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11
Q

It includes charges for the accumulated interest as well as the amount of unpaid principal

A

Compound Interest

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12
Q

A fixed percentage of the principal multiplied by the life of loan

A

Simple Interest

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13
Q

Sinong engineer na by December 12, 2024?

A

Syempre ako!

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14
Q

Formula for ordinary simple interest

A

I = P(i)(d/360)

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15
Q

What formula are these:

I = P (i) (d/365)
I = P (i) (d/366)

A

Exact simple interest for ordinary and leap year

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16
Q

Interest is compounded at the end of each finite length period, such as a year or a month

A

Discrete compounding

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17
Q

Used to find F when given P
Notation: P (F/P, i%, n)

A

Single Payment Compound Amount Factor

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18
Q

Notation used when finding P given F

A

F (P/F, i%, n)

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19
Q

Used to find P when given F

A

Single Payment Present Worth Factor

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20
Q

Mode of compounding where money grows at every instant of time

A

Continuous Compounding

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21
Q

Formula for finding F in a continuous compounding

A

F = Pe^(in)

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22
Q

It is also called annuity where uniform amount of money, A, occurs at the end of each period for n periods with interest at i% per period

A

Equal Payment or Uniform Series

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23
Q

True or false. In annuity or equal payment series, P (present worth) occurs at the same time as the first A.

A

False. P occurs 1 interest period before the first A.

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24
Q

True or false. In annuity, F (future worth) occurs at the same time as the last A, and n periods after P.

A

True

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25
Q

True or false. In annuity, A (annual worth) occurs at the end of periods 1 through n, inclusive.

A

True

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26
Q

Type of annuity where series of equal payments are made at the end of each period.

A

Ordinary Annuity

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27
Q

Type of annuity where series of equal payments are made at the beginning of each period

A

Annuity due

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28
Q

Type of annuity where payments are delayed for a certain period before they begin

A

Deferred Annuity

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29
Q

In equal payment series, it is the factor used to find F when given A.

A

Sinking Fund Factor

30
Q

F = A (F/A, i , n)

A

Equal Payment Series - Compound Amount Factor

31
Q

In equal payment series, it is the factor used to find A when given P.

A

Capital Recovery Factor

32
Q

P = A (P/A, i, n)

A

Equal Payment Series - Present Worth Factor

33
Q

It is the ratio of the interest charge for 1 year to the principal

A

Effective interest rate

34
Q

True or false. The interest formula for discrete compounding uses an effective interest rate per period which must be consistent with n in terms of time units.

A

True

35
Q

True or false. When no compounding period is given, interest rate is an effective rate, with compounding period assumed to be equal to the stated time period.

A

True.

36
Q

True or false. When compounding period is given without stating whether the interest rate is nominal or effective, it is assumed to be effective. Compounding period is as stated.

A

False. It should be assumed as nominal.

37
Q

If interest rate is stated as an effective rate, then it is an ___________ rate

A

Effective

38
Q

Nominal or Effective?

Effective 3% per quarter

A

Effective

39
Q

Nominal or Effective?

1% per day compounded daily

A

Effective

40
Q

Nominal or Effective?

14% per year compounded daily

A

Nominal

41
Q

Nominal or Effective?

8% per day

A

Effective

42
Q

Nominal or Effective?

19% compounded semiannually

A

Nominal

43
Q

Nominal or Effective?

6% per quarter compounded quarterly

A

Effective

44
Q

Formula for nominal interest rate

A

r = iM

45
Q

What is M when the mode of compounding is semiannually?

A

M = 2

46
Q

In what mode of compounding should you use M=6?

A

Bi monthly

47
Q

What M will be used when the interest is compounded quarterly?

A

M = 4

48
Q

Nominal or effective?

11.5% compounded annually

A

Effective

49
Q

Formula for effective interest rate per compounding period, i

A

i = r/M

50
Q

It is an annuity where the payment periods extend forever or in which the period payments continue indefinitely.

A

Perpetuity

51
Q

What is the formula for P in Perpetuity?

A

P = A (1/i)

52
Q

The remaining balance of a loan is also known as?

A

Amount owed
Principal owed
Unrecovered balance
Unpaid balance

53
Q

A series of payments where the difference between consecutive payments (G) is constant

A

Uniform (Arithmetic) Gradient Series

54
Q

For uniformly increasing gradient series, G is?

A

Positive (+)

55
Q

Negative G is used for what type of uniform gradient series?

A

Decreasing

56
Q

What is the notation for finding the annuity given gradient?

A

G (A/G, i%, n)

57
Q

In this notation, what are we looking for? G (P/G, i%, n) ?

A

Principal / Present worth

58
Q

Series of payments where each payments is multiplied by a constant factor ƒ

A

Geometric Gradient Series

59
Q

ƒ is positive (+) for geometrically ____ gradient series

A

increasing

60
Q

For geometrically decreasing series, what sign must be used for ƒ

A

Negative (-)

61
Q

It is a financial instrument setting forth the conditions under which money is borrowed.

A

Bonds

62
Q

In equivalence calculations involving bonds, it is the value (price) of the bond N interest period prior to redemption

A

P

63
Q

In equivalence calculations involving bonds, Z is the ____

A

face or par value

64
Q

It is the value stated on the bond, usually in multiples of P1000

A

Per value or face value

65
Q

In equivalence calculations involving bonds, r is the ___

A

bond rate (nominal interest) per interest period

66
Q

It represents the interest per interest period, generally stated as a nominal rate per interest period, and is calculated based on the par or face value

A

Bond rate

67
Q

In equivalence calculations involving bonds, what is the symbol for the bond yield rate per period. It is the effective annual interest rate earned by a bond.

A

i

68
Q

In equivalence calculations involving bonds, it refers to the time that a bond or note is payable.

A

Maturity

69
Q

In equivalence calculations involving bonds, C is the ___

A

Redemption or disposal price

70
Q

In equivalence calculations involving bonds, n is the ___

A

number of periods before redemption

71
Q

It is the sum of first cost and present cost of perpetual replacement, operation, and maintenance. This expense is recorded at the cost of a fixed asset.

A

Capitalized Cost