Compound interest factors for discrete compounding, discrete cash flows (i=15%) 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 40 45 50 55 8.1371 9.3576 10.761 12.375 14.232 16.367 18.822 21.645 24.891 28.625 32.919 37.857 43.535 50.066 57.575 66.212 76.144 87.565 100.70 115.80 133.18 267.86 538.77 1083.7 2179.6 0.12289 0.10686 0.09293 0.08081 0.07027 0.06110 0.05313 0.04620 0.04017 0.03493 0.03038 0.02642 0.02297 0.01997 0.01737 0.01510 0.01313 0.01142 0.00993 0.00864 0.00751 0.00373 0.00186 0.00092 0.00046 0.02102 0.01795 0.01537 0.01319 0.01134 0.00976 0.00842 0.00727 0.00628 0.00543 0.00470 0.00407 0.00353 0.00306 0.00265 0.00230 0.00200 0.00173 0.00150 0.00131 0.00113 0.00056 0.00028 0.00014 0.00007 47.580 55.717 65.075 75.836 88.212 102.44 118.81 137.63 159.28 184.17 212.79 245.71 283.57 327.10 377.17 434.75 500.96 577.10 664.67 765.37 881.17 1779.1 3585.1 7217.7 14524.0 0.17102 0.16795 0.16537 0.16319 0.16134 0.15976 0.15842 0.15727 0.15628 0.15543 0.15470 0.15407 0.15353 0.15306 0.15265 0.15230 0.15200 0.15173 0.15150 0.15131 0.15113 0.15056 0.15028 0.15014 0.15007 5.8474 5.9542 6.0472 6.1280 6.1982 6.2593 6.3125 6.3587 6.3988 6.4338 6.4641 6.4906 6.5135 6.5335 6.5509 6.5660 6.5791 6.5905 6.6005 6.6091 6.6166 6.6418 6.6543 6.6605 6.6636 4.5650 4.7522 4.9251 5.0843 5.2307 5.3651 5.4883 5.6010 5.7040 5.7979 5.8834 5.9612 6.0319 6.0960 6.1541 6.2066 6.2541 6.2970 6.3357 6.3705 6.4019 6.5168 6.5830 6.6205 6.6414 Ridgley Custom Metal Products (RCMP) must purchase a new tube bender. RCMP's MARR is 15 percent. The company is considering two models: Model T A First Cost $80,000 $170,000 Economic Life 5 years 5 years Yearly Net Savings $60,000 $40,000 Salvage Value $30.000 $35,000 a. Using the present worth method, which tube bender should it buy? b. RCMP has discovered a third alternative, which has been added to the table below. Now, which tube bender should it buy? Model T A X First Cost $80,000 $170,000 $190,000 Economic Life 5 years 5 years 3 years Yearly Net Savings $60,000 $40.000 $70,000 Salvage Value $30,000 $35,000 $80,000 Click the icon to view the table of compound interest factors for discrete compounding periods when i = 15% is the better choice to buy. a. The present worth of Model T is $). The present worth of Model A is $(). Model (Round to the nearest cent.) Compound interest factors for discrete compounding, discrete cash flows (i=15%) Single Payment Uniform Series WN Z N 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 Compound Present Amount Worth Factor Factor (F/P,1,N) (P/F,i,N) 1.1500 0.86957 1.3225 0.75614 1.5209 0.65752 1.7490 0.57175 2.0114 0.49718 2.3131 0.43233 2.6600 0.37594 3.0590 0.32690 3.5179 0.28426 4.0456 0.24718 4.6524 0.21494 5.3503 0.18691 6.1528 0.16253 7.0757 0.14133 8.1371 0.12289 9.3576 0.10686 10.761 0.09293 12.375 0.08081 11 222 nn7027 Sinking Fund Factor (A/F,i,N) 1.0000 0.46512 0.28798 0.20027 0.14832 0.11424 0.09036 0.07285 0.05957 0.04925 0.04107 0.03448 0.02911 0.02469 0.02102 0.01795 0.01537 0.01319 nn1134 Uniform Series Factor (FIA,1,N) 1.00000 2.1500 3.4725 4.9934 6.7424 8.7537 11.067 13.727 16.786 20.304 24.349 29.002 34.352 40.505 47.580 55.717 65.075 75.836 88 212 Capital Recovery Factor (A/P,1,N) 1.1500 0.61512 0.43798 0.35027 0.29832 0.26424 0.24036 0.22285 0.20957 0.19925 0.19107 0.18448 0.17911 0.17469 0.17102 0.16795 0.16537 0.16319 n 16134 Series Present Worth Factor (PIA,1,N) 0.86957 1.6257 2.2832 2.8550 3.3522 3.7845 4.1604 4.4873 4.7716 5.0188 5.2337 5.4206 5.5831 5.7245 5.8474 5.9542 6.0472 6.1280 1992 Arithmetic Gradient Series Factor (A/G,1,N) 0.00000 0.46512 0.90713 1.3263 1.7228 2.0972 2.4498 2.7813 3.0922 3.3832 3.6549 3.9082 4.1438 4.3624 4.5650 4.7522 4.9251 5.0843 52207 17 18 10