Financial Resources Formulary: Unterschied zwischen den Versionen

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:- EAR for a daily rate d: EAR = (1+d)<sup>360</sup> – 1    (for 360 days per year)
:- EAR for a daily rate d: EAR = (1+d)<sup>360</sup> – 1    (for 360 days per year)
Given an annual percentage rate (APR) of r, the corresponding EAR with respect to n shorter periods of equal length is:  [[Datei:Form_EAR.png]]
'''Effective annual rate with continuous compounding:''' effective annual rate for n → &#8734; shorter periods: [[Datei:Form_EAR_cc.png]] (being r the simple annual rate)


'''Annual percentage rate (APR) or simple rate:''' annualized rate of shorter period interest rates (monthly, daily rates) using simple interest.
'''Annual percentage rate (APR) or simple rate:''' annualized rate of shorter period interest rates (monthly, daily rates) using simple interest.


:- APR for a monthly rate m: APR = 12 * m
:- APR for a monthly rate m: APR = 12 * m
Given an annual percentage rate (APR) of r, the corresponding EAR with respect to n shorter periods of equal length is:  [[Datei:Form_EAR.png]]
'''Effective annual rate with continuous compounding:''' effective annual rate for n → &#8734; shorter periods: [[Datei:Form_EAR_cc.png]] (being r the simple annual rate)


'''Real rate of return:''' rate of return adjusted for inflation: [[Datei:Form_Real_Int_1.png]]
'''Real rate of return:''' rate of return adjusted for inflation: [[Datei:Form_Real_Int_1.png]]
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'''Leverage-formula''' for equity beta: risk increases with debt/equity-ratio: [[Datei:Form_Leverage_Beta.png]]
'''Leverage-formula''' for equity beta: risk increases with debt/equity-ratio: [[Datei:Form_Leverage_Beta.png]]
== Exercises ==
[[Financial Exercises 1: Calculations of interest]]<br/>
[[Financial Exercises 2: PV and NPV]]<br/>
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