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Unformatted text preview: Revised 6/12/07 GIVEN: P, i, N F, i, N A, i, N FIND: P N/A P = F (1+ i) N = F ( P/F, i , N ) P = A (1+ i)  1 i(1+ i) N N = A ( P/A, i , N ) F F = P(1+ i) N = P ( F/P, i , N ) N/A F = A (1+ i)  1 i N = A ( F/A, i , N ) A A = P i(1+ i) (1+ i)  1 N N = P ( A/P, i , N ) A = F i (1+ i)  1 N = F ( A/F, i , N ) N/A Linear gradient series: ( )  + = N i i i G F N 1 1 Geometric gradient series: ( ) ( ) [ ] ( ) i g i N A P g i g i A P N N = + = + + = if 1 Or 1 1 1 1 1 1 Capital Recovery Cost: ( ) ( ) iS N i P A S I + = , , CR For continuous compounding: ( )  = = = = 1 1 A ) F( dollars period of end A of payments discrete with 1 r A F(t) period per dollars A payments continuous with F(t) P(0) P(0) F(t) r rN rt rt rt e e N e e e payments. continuous A to equivalent payments period of end discrete of value the is A related. are A and A where Interest rate relationships:...
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This note was uploaded on 01/20/2010 for the course EE 366 taught by Professor Pore during the Spring '08 term at University of Texas at Austin.
 Spring '08
 Pore

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