A Viable Vision- Goldratt
{"Image DocumentName": "A Viable Vision- Goldratt", "Image ImageDescription": "Decide to have your todays total revenue as your tomorrows total profit. What should your sales be equal to? Todays Throughput =R, Today\u2019s Revenue = PR. Target Profit = (P-V}R2-F, Target Throughput =R2 = (1+x)R. F= y(P-V)R \uf0e8 PR2-F = (P-V) (1+x) R-y(P-V)R. (P \u2013V)(1+x)R-y(P-V)R= (P \u2013V)R[1+x-y)=PR. 1+x-y = P/(P-V) \uf0e8 x = P/(P-V)-1 +y. x = V/(P-V) +y. If V= zP then, x = zP/(P-zP) +y = z/(1-z)+y. In our example, P=22, V=2 \uf0e8 z =1/11, z/(1-z) = 0.1, F = 180,000, R =10,000, F = 0.9(P-V) \uf0e8 y=0.9 \uf0e8 x = = 1. If R is doubled, todays revenue becomes tomorrows profit.", "Image XResolution": "37", "Image YResolution": "37", "Image ResolutionUnit": "Pixels/Centimeter", "Image Software": "SlidePlayer", "Image YCbCrPositioning": "Centered"}