Instrumenty Rynku
Z Skrypty dla studentów Ekonofizyki UPGOW
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In the formula below, ''i'' is the effective interest rate per period. ''FV'' and ''PV'' represent the future and present value of a sum. ''n'' represents the number of periods. | In the formula below, ''i'' is the effective interest rate per period. ''FV'' and ''PV'' represent the future and present value of a sum. ''n'' represents the number of periods. | ||
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:<math> FV = PV ( 1+i )^n\, </math> | :<math> FV = PV ( 1+i )^n\, </math> | ||
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:<math> PV = \frac {FV} {\left( 1+i \right)^n}\,</math> | :<math> PV = \frac {FV} {\left( 1+i \right)^n}\,</math> | ||
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:<math> i = \left( \frac {FV} {PV} \right)^\frac {1} {n}- 1</math> | :<math> i = \left( \frac {FV} {PV} \right)^\frac {1} {n}- 1</math> | ||
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:<math> n = \frac {\log(FV) - \log(PV)} {\log(1 + i)}</math> | :<math> n = \frac {\log(FV) - \log(PV)} {\log(1 + i)}</math> | ||
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Wersja z 08:23, 21 paź 2009
Instrumenty rynków finansowych
- rozdział
- rozdział
- rozdział
Procent złożony
In the formula below, i is the effective interest rate per period. FV and PV represent the future and present value of a sum. n represents the number of periods.
\[ FV = PV ( 1+i )^n\, \] \[ PV = \frac {FV} {\left( 1+i \right)^n}\,\] \[ i = \left( \frac {FV} {PV} \right)^\frac {1} {n}- 1\] \[ n = \frac {\log(FV) - \log(PV)} {\log(1 + i)}\]
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