Appendix B

Present value of $$1,$ PVIF

PV $=$ FV$[1/(1+$ i$)$n$]$

Period Percent

$1\%2\%3\%4\%5\%6\%7\%8\%9\%10\%11\%12\%13\%14\%15\%16\%17\%18\%19\%20\%25\%30\%35\%40\%50\%$

$10\mathrm{.}9900\mathrm{.}9800\mathrm{.}9710\mathrm{.}9620\mathrm{.}9520\mathrm{.}9430\mathrm{.}9350\mathrm{.}9260\mathrm{.}9170\mathrm{.}9090\mathrm{.}9010\mathrm{.}8930\mathrm{.}8850\mathrm{.}8770\mathrm{.}8700\mathrm{.}8620\mathrm{.}8550\mathrm{.}8470\mathrm{.}8400\mathrm{.}8330\mathrm{.}8000\mathrm{.}7690\mathrm{.}7410\mathrm{.}7140\mathrm{.}667$

$20\mathrm{.}9800\mathrm{.}9610\mathrm{.}9430\mathrm{.}9250\mathrm{.}9070\mathrm{.}8900\mathrm{.}8730\mathrm{.}8570\mathrm{.}8420\mathrm{.}8260\mathrm{.}8120\mathrm{.}7970\mathrm{.}7830\mathrm{.}7690\mathrm{.}7560\mathrm{.}7430\mathrm{.}7310\mathrm{.}7180\mathrm{.}7060\mathrm{.}6940\mathrm{.}6400\mathrm{.}5920\mathrm{.}5490\mathrm{.}5100\mathrm{.}444$

$30\mathrm{.}9710\mathrm{.}9420\mathrm{.}9150\mathrm{.}8890\mathrm{.}8640\mathrm{.}8400\mathrm{.}8160\mathrm{.}7940\mathrm{.}7720\mathrm{.}7510\mathrm{.}7310\mathrm{.}7120\mathrm{.}6930\mathrm{.}6750\mathrm{.}6580\mathrm{.}6410\mathrm{.}6240\mathrm{.}6090\mathrm{.}5930\mathrm{.}5790\mathrm{.}5120\mathrm{.}4550\mathrm{.}4060\mathrm{.}3640\mathrm{.}296$

$40\mathrm{.}9610\mathrm{.}9240\mathrm{.}8880\mathrm{.}8550\mathrm{.}8230\mathrm{.}7920\mathrm{.}7630\mathrm{.}7350\mathrm{.}7080\mathrm{.}6830\mathrm{.}6590\mathrm{.}6360\mathrm{.}6130\mathrm{.}5920\mathrm{.}5720\mathrm{.}5520\mathrm{.}5340\mathrm{.}5150\mathrm{.}4990\mathrm{.}4820\mathrm{.}4100\mathrm{.}3500\mathrm{.}3010\mathrm{.}2600\mathrm{.}198$

$50\mathrm{.}9510\mathrm{.}9060\mathrm{.}8630\mathrm{.}8220\mathrm{.}7840\mathrm{.}7470\mathrm{.}7130\mathrm{.}6810\mathrm{.}6500\mathrm{.}6210\mathrm{.}5930\mathrm{.}5670\mathrm{.}5430\mathrm{.}5190\mathrm{.}4970\mathrm{.}4760\mathrm{.}4560\mathrm{.}4370\mathrm{.}4190\mathrm{.}4020\mathrm{.}3280\mathrm{.}2690\mathrm{.}2230\mathrm{.}1860\mathrm{.}132$

$60\mathrm{.}9420\mathrm{.}8880\mathrm{.}8370\mathrm{.}7900\mathrm{.}7460\mathrm{.}7050\mathrm{.}6660\mathrm{.}6300\mathrm{.}5960\mathrm{.}5640\mathrm{.}5350\mathrm{.}5070\mathrm{.}4800\mathrm{.}4560\mathrm{.}4320\mathrm{.}4100\mathrm{.}3900\mathrm{.}3700\mathrm{.}3520\mathrm{.}3350\mathrm{.}2620\mathrm{.}2070\mathrm{.}1650\mathrm{.}1330\mathrm{.}088$

$70\mathrm{.}9330\mathrm{.}8710\mathrm{.}8130\mathrm{.}7600\mathrm{.}7110\mathrm{.}6650\mathrm{.}6230\mathrm{.}5830\mathrm{.}5470\mathrm{.}5130\mathrm{.}4820\mathrm{.}4520\mathrm{.}4250\mathrm{.}4000\mathrm{.}3760\mathrm{.}3540\mathrm{.}3330\mathrm{.}3140\mathrm{.}2960\mathrm{.}2790\mathrm{.}2100\mathrm{.}1590\mathrm{.}1220\mathrm{.}0950\mathrm{.}059$

$80\mathrm{.}9230\mathrm{.}8530\mathrm{.}7890\mathrm{.}7310\mathrm{.}6770\mathrm{.}6270\mathrm{.}5820\mathrm{.}5400\mathrm{.}5020\mathrm{.}4670\mathrm{.}4340\mathrm{.}4040\mathrm{.}3760\mathrm{.}3510\mathrm{.}3270\mathrm{.}3050\mathrm{.}2850\mathrm{.}2660\mathrm{.}2490\mathrm{.}2330\mathrm{.}1680\mathrm{.}1230\mathrm{.}0910\mathrm{.}0680\mathrm{.}039$

$90\mathrm{.}9140\mathrm{.}8370\mathrm{.}7660\mathrm{.}7030\mathrm{.}6450\mathrm{.}5920\mathrm{.}5440\mathrm{.}5000\mathrm{.}4600\mathrm{.}4240\mathrm{.}3910\mathrm{.}3610\mathrm{.}3330\mathrm{.}3080\mathrm{.}2840\mathrm{.}2630\mathrm{.}2430\mathrm{.}2250\mathrm{.}2090\mathrm{.}1940\mathrm{.}1340\mathrm{.}0940\mathrm{.}0670\mathrm{.}0480\mathrm{.}026$

$100\mathrm{.}9050\mathrm{.}8200\mathrm{.}7440\mathrm{.}6760\mathrm{.}6140\mathrm{.}5580\mathrm{.}5080\mathrm{.}4630\mathrm{.}4220\mathrm{.}3860\mathrm{.}3520\mathrm{.}3220\mathrm{.}2950\mathrm{.}2700\mathrm{.}2470\mathrm{.}2270\mathrm{.}2080\mathrm{.}1910\mathrm{.}1760\mathrm{.}1620\mathrm{.}1070\mathrm{.}0730\mathrm{.}0500\mathrm{.}0350\mathrm{.}017$

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