Lesson 4 Flashcards

1
Q

is the idea that money that is available at the present time is worth more than the same amount in the future, due to its potential earning capacity

A

Time Value of Money

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2
Q

This core principle of finance holds that, provided money can earn interest, any amount of money is worth more the sooner it is received

A

Time Value of Money

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3
Q

The money loses its value because of __________

A

inflation

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4
Q

FV =

A

Future value of money

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5
Q

PV =

A

Present value of money

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5
Q

i =

A

interest rate

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6
Q

n =

A

no. of compounding periods

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7
Q

t

A

= no. of years

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8
Q

Present value of money

A

(divide)

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9
Q

Future value of money

A

(multiply)

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10
Q

is the value of a current asset at a future date based on an assumed rate of growth.

A

Future value (FV)

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11
Q

is important to investors and financial planners, as they use it to estimate how much an investment made today will be worth in the future.

A

Future value (FV)

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12
Q

is today’s value of money you expect from future income and is calculated as the sum of future investment returns discounted at a specified level of rate of return expectation.

A

Present Value (PV)

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13
Q

In the concept of _____________ a period is the
extent of time between compounding periods or
payments.

A

Time Value of Money

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14
Q

In the concept of Time Value of Money, a period is the
extent of time between ____________ or payments.

A

compounding periods

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15
Q

Each period represents the payment of an ________ (a
sum of money payable yearly or at other regular
intervals)

16
Q

income and a time when the ___________ (the money a company generates on a regular basis)

A

financial stream

17
Q

compounds _________

A

(constitutes).

18
Q

The _______________________ in each
period must also be considered since it is a vital factor
in the formula of money’s time value.

A

number of compounding periods

19
Q

1 period in a year (one year)

20
Q

2 periods in a year (January to June, July to December)

A

Semi-annually

21
Q

4 periods in a year (Jan.-Mar. / Apr.- Jun. / Jul.-Sep. / Oct.-Dec

22
Q

12 months in a year (January to December)

23
Q

365 days in a year (number of days in a year)

A

Daily Compounding

24
Q

is the amount a lender “charges” for the use of assets
expressed as a percentage of the principal

A

Interest Rate

25
Q

For example, if an individual takes out a P300,000
mortgage from the bank and the loan agreement
stipulates that the interest rate on the loan is 15%, this
means that the borrower will have to pay the bank the
original loan amount of P300,000 + (15% x P300,000) =
P300,000 + P45,000 = P345,000. (one-year lending
agreement)

A

Interest Rate

26
Q

is the cost of debt for the borrower and the rate of
return for the lender.

A

Interest Rate