Module 2: Time Value of Money Flashcards

(22 cards)

1
Q

What does TMV stand for?

A

Time value of money

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2
Q

What does TMV mean (definition)? why is it so?

A

The same amount of money in different periods has different values, and it is due to the concept of opportunity costs

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3
Q

If you keep money as cash in your wallet, then…

A

you forgo opportunity to earn interest on it if the money is invested

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4
Q

What is interest? (two definitions)

A
  1. it is the reward for lending money or the cost of borrowing it
  2. it is the difference between the amount loaned and the amount repaid
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5
Q

The amount of money today __ can be related to the future amount __, by the interest amount __ and the help of interest rate __.

A

P;F;I;i

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6
Q

What does P represent?

A

Present worth

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7
Q

What does F represent?

A

Future worth of P

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8
Q

What does i represent?

A

interest rate

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9
Q

What is the formula for Future worth (F)?

A

F = P + I
= P + P(i)
= P(1+i)

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10
Q

What is the dimension of an interest rate (units)?

A

(dollars/dollars)/time

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11
Q

If $1 is lent at a 10% interest rate, then what would be paid in interest per time period?

A

$0.10/year

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12
Q

What is “interest period”?

A

it is the amount of time between when interest is calculated

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13
Q

What does the interest period “Semiannually” mean?

A

interest is calculated twice per year (aka once every 6 months)

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14
Q

What does the interest period “Quarterly” mean?

A

interest is calculated four times per year (aka once every 3 months)

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15
Q

What does the interest period “Monthly” mean?

A

interest is 12 times per year (aka every month)

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16
Q

What does the interest period “Weekly” mean?

A

interest is calculated 52 times per year (aka every week)

17
Q

What does the interest period “Daily” mean?

A

interest is calculated 365 times per year (aka every day)

18
Q

What does the interest period “Continuously” mean?

A

For infinitesimally small periods

19
Q

What does compounding mean? give quick example

A

It is a process that involves more than 1 period of calculations.

  • think of it like this. Each time interest is added, it becomes part of your existing total, and next time, you earn interest on that new total.
    Ex: you invest $100 at 10% interest. After 1 year, you’ll have $110. After 2 years, you’ll have an additional 10% of the $110, totalling to $121. After 3 years, you’ll have 10% of $121, totalling to $133.10.
20
Q

Why is compounding good when investing?

A

because it grows your money faster each time, as you’re earning interest on top of interest

21
Q

The conventional approach for computing interest is _____ ____.

A

compound interest