Lecture 2 Flashcards

1
Q

Why is dollar today worth more than a dollar tomorrow

A

Money today can have intrest on it thus making it worth more

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2
Q

Intrest rate

A

As the measure of time value of money

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3
Q

Rate of return

A

What you expect to receive in future for your investment

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4
Q

Discount rate

A

Rate at which you sacrifice current consumption in exchange for future consumption

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5
Q

What is the future value of cash flow

A

FV = C * (1+r)^t

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6
Q

What happens when funds are longer invested

A

Greater compound intrest

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7
Q

Annuity

A

A stream of cash flows that occur yearly over given period

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8
Q

FV annuity =

A

C/r * ((1+r)^t - 1)

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9
Q

Present value of cash flow

A

PV= C / (1+r)^t

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10
Q

What is the discount factor

A

1 / (1+r)^t

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11
Q

PV annuity

A

C/r * ( 1- 1 / (1+r)^t)

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12
Q

Net present value (NPV) is ..

A

The difference between the present value of its benefits and the required investment

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13
Q

NPV 0 =

A

C 0 + PV 0

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14
Q

NPV rule

A

Accept investments with positive NPVs

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15
Q

Perpetuity

A

A stream of equal cash flow that occurs forever

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16
Q

PV perpetuity=

A

C / r

17
Q

PV growing annuity =

A

C / (r-g) * ( 1 - (1+g/1+r)^t)

18
Q

PV growing perpetuity =

A

C1/ r-g

Or

C0 * (1+g)/r-g

19
Q

Effective annual rate EAR

A

Annual rate of return actually earned after adjustments have been made for different compounding periods

20
Q

Annual percentage rate (apr)

A

Annualised interest rate without compounding

21
Q

EAR =

A

(1+ periodic rate)^m - 1

M = number of compounding periods

22
Q

To move cash forward you must …

A

Compound it

23
Q

to move cash backwards you must ….

A

Discount it

24
Q

When can values be added or subtracted

A

Values at the same point