(17B/19B) GPM: initial payment
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06-19-2024, 10:09 AM
Post: #36
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RE: (17B/19B) GPM: initial payment
Made the 12C procedure a lot simpler, using an alternate version of the equation (without BEG or FV):
0 = PV/USFV(K%,NG) + PMT*(USPV(I%,NP) + USPV(I%,N-NP*NG)/USPV(K%,NG)) P := USPV(I%,NP); K% := G%*SPPV(I%:NP)-I%*P; PMT := -PV/(USFV(K%,NG)*(P + USPV(I%:N-NP×NG)/USPV(G(K%):NG)); 17B equation: Code: GPM:PV/USFV(L(K%:G%×SPPV(I%:NP)-I%×L(P:USPV(I%:NP))):NG)+PMT×(G(P)+USPV(I%:N-NP×NG)/USPV(G(K%):NG)) 12C procedure (reuses values on the stack, so make sure to follow it to the letter): variable value key result description [f] [CLEAR FIN] [g] [END] NP 12 [N] I% 1 [i] [STO] [PMT] G% 7.5 [CHS] [FV] [PV] -4.599208284 K% [STO] [i] NG 5 [N] 0 [PV] 1 [PMT] [FV] -4.560749934 -USFV(K%:NG) 0 [FV] [PV] -5.771336094 -USPV(K%:NG) N-NP*NG 300 [N] I% 1 [i] [PV] -94.94655125 -USPV(I%:N-NP*NG) [X<>] [/] 16.45139872 NP 12 [N] [PV] -11.25507747 -USPV(I%:NP) [-] [x] -126.3623095 PV 60000 [X<>Y] [/] -474.8251297 PMT Cheers, Werner 41CV†,42S,48GX,49G,DM42,DM41X,17BII,15CE,DM15L,12C,16CE |
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