Chapter 3 Risk & Return Flashcards

1
Q

Total investment return formula

A

Yield + capital gain = Total investment return

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2
Q

Holding period return (HPR)

A

(ending value - beginning value +/- cash flows) / beginning value

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3
Q

Annualized holding period return

A

ex
6 month return is 5.2%
(1.052)2 -1 = .1067
21 years
(ending balance/beginning balance)1/21 -1 = HPR

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4
Q

Arithmetic return

A

Add up the returns for each period and divide by the number of periods

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5
Q

Geometric return

A

Equivalent to IRR
Always less than arithmetic return
Add 1 to each periods return
Multiply the periods
Multiply by 1/number of periods
subtract 1

Multiply returns
enter answer in calculator
[Shift]
X
enter the number of periods
[Shift}
/
=

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6
Q

Internal rate of return

A

Dollar weighted return - takes into account cash inflows and outflows

  • Initial investment
    CFj
    enter cash flows
    CFj after each
    [shift]
    CST

Use Nj and number of years for same cash flow

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7
Q

Time weighted return

A

ignores timing of investor’s cash flows
calculate geometric mean for each holding period
Use CFj and enter price of 1 share and dividend

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8
Q

Bond equivalent yield (BEY)

A

(Par value-price)/price x 365/days until maturity

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9
Q

After tax return

A

Realized taxable return x (1-marginal income tax rate)

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10
Q

Real rate of return (inflation adjusted return)

A

(1 + rate of return)/(1 + inflation) - 1

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11
Q

Unsystematic risk

A

Accounting
Business
Country/Political
Default/Credit
Executive
Financial
Government
low correlation

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12
Q

Systematic

A

Market
Interest Rate
Purchasing Power
Exchange rate
Reinvestment
non-diversifiable -measured by beta

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13
Q

Real rate of return

A

1+nominal rate of return/1+inflation -1 * 100

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14
Q

Standard deviation

A

Total risk- greater the standard deviation the greater the risk

each return followed by E+
[shift]
8

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15
Q

Capital asset pricing model

A

expected return on an investment is a function of the amount of systematic risk it contains

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16
Q

Normal distribution

A

68% of time returns fall within +/- 1 standard deviation of the mean
95% of the time returns fall within +/- 2 standard deviations of the mean
99% of the time returns fall within +/- 3 standard deviations of the mean

17
Q

Kurtosis

A

measures how frequently returns cluster around the mean or if extreme returns occur more frequently

18
Q

Skewness

A

measures the lack of symmetry in a bell curve

19
Q

Calculate Beta

A

(Standard deviation x correlation)/standard deviation of market = beta

20
Q
A