Hello! I just need help solving the table for each option (Furnace A,B and C). If you could show as much to work to help me understand the thought process that would be great but honestly I just need an answer lol

Fiesta Foundry is considering a new furnace that will allow them to be more productive. Three alternative furnaces are under consideration. Perform an incremental analysis of these alternatives using the IRR method for each increment of cash flows. The MARR is 13% per year.

Fiesta Foundry is considering a new furnace that will allow them to be more productive. Three alternative furnaces are under consideration. Perform an incremental analysis of these alternatives using the IRR method for each increment of cash flows. The MARR is 13% per year. Click the icon to view the description of the alternatives, Click the icon to view the interest and annuity table for discrete compounding when the MARR is 13% per year. Perform the incremental PW Analysis. Fill-in the table below (Hint: Order alternatives by increasing capital investment). (Round to the nearest dollar.) Incremental Investment Inc. PW Alternative to be selected A - ) $ N 1.6681 0.4695 1 2 3 4 5 E 6 7 8 9 10 11 12 13 14 15 16 1 17 " 18 19 20 21 22 Furnace A Furnace B Furnace c Initial investment $480,000 $400,000 $300,000 Annual revenues $80,000 $80,000 $80,000 Annual cost $9,000 $6,000 $8,000 Salvage value $45,000 C $45,000 $30,000 Life of asset 20 years 20 years 20 years * Annual revenue and cost figures are increases over the "do nothing" alternative (DN). Discrete Compounding; 1= 13% Single Payment Uniform Series Compound Compound Sinking Capital Amount Present Amount Present Fund Recovery Factor Worth Factor Factor Worth Factor Factor Factor To Find F To Find P To Find F To Find P To Find A To Find A Given P Given F Given A Given A Given F Given P FIP PIF FIA PIA AIF AIP 1.1300 0.8850 1.0000 0.8850 1.0000 1.1300 1.2769 0.7831 2.1300 0.5995 1.4429 0.6931 3.4069 2.3612 0.2935 0.4235 1.6305 0.6133 4.8498 2.9745 0.2062 0.3362 1.8424 0.5428 6.4803 3.5172 0.1543 0.2843 400 2.0820 re 0.4803 8.3227 3.9975 0.1202 0.2502 2.3526 - 0.4251 10.4047 4.4226 0.0961 0.2261 . 2.6584 0.3762 12.7573 4.7988 0.0784 2004 0.2084 20 3.0040 401 0.3329 15.4157 5.1317 0.0649 0.1949 2014 3.3946 0.2946 18.4197 5.4262 0.0543 0.1843 2016 word She le 3.8359 0.2607 V.2007 21.8143 5.6869 Sono 0.0000 0.0458 0.1758 0.000 4.3345 *.0340 0.2307 V.CO 23.0002 25.6502 5.9176 visto 0.0390 0.1690 ww 100 4.8980 0.2042 29.9847 6.1218 40 40.00 0.0334 0.1634 5.5348 0.1807 34.8827 6.3025 0.0287 0.1587 6.2543 0.1599 40.4175 6.4624 Wirect 0.0247 0.1547 7.0673 0.1415 46.6717 40.6717 6.6039 0.0214 7.9861 0.1252 53.7391 33.7391 6.7291 0.0186 0.1486 9.0243 61.7251 6.8399 0.0162 0.1462 10.1974 0.0981 70.7494 6.9380 0.0141 0.1441 11.5231 0.0868 80.9468 7.0248 0.0124 0.1424 13.0211 0.0768 92.4699 7.1016 0.0108 0.1408 14.7138 0.0680 105 4910 7.1695 0.0095 0.1395 0.1514 0.1108 X One or more of your responses is incorrect. At least one of you answers is incorrect. Rank all the alternatives by increasing capital investment and use the MARR value to check whether the alternative with the smallest capital investment is an acceptable base alternative. The fundamental role that the incremental net cash flow, A(B-A), plays in the comparison of two alternatives (where B has the greater capital investment) is based on the following relationship: Cash flow of B = Cash flow of A+ Cash flow of the difference. Clearly, the cash flow of B is made up of two parts. The first part is equal to the cash flow of Alternative A, and the second part is the incremental cash flow between A and B, A(B-A). Obviously, if the equivalent worth of the difference is greater than or equal to zero at i = MARR, then Alternative B is preferred. Otherwise, given that Alternative A is justified (an acceptable base alternative), Alternative A is preferred. It is always true that if PWA 20, then IRRA > MARR. OK