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show work and explain how to use the table Future Value of 1 (Future Value of a Single Sum) FVF, = (1 + i) (n)

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Future Value of 1 (Future Value of a Single Sum) FVF, = (1 + i)" (n) Periods 2% 27% 3% 4% 5% 1 1.02000 1.02500 1.03000 104000 1.05000 2 104040 1.05063 1.06090 1.08160 1.10250 3 1 06121 1.07689 1.09273 1.12486 1 15763 4 1 08243 1.10381 1.12551 1.16986 1 21551 5 1.10408 1 13141 1.15927 1.21665 1.27628 6% 1 06000 1 12360 1.19102 1.26248 1 33823 6 7 8 9 10 1.12616 1 14869 1 17166 1.19509 1.21899 1.15969 1.18869 121840 1 24886 1.28008 1 19405 122987 1 26677 1 30477 1 34392 1.26532 1.31593 1 36857 1.42331 1.48024 1 34010 1.40710 1.47746 1.55133 162889 1.41852 1 50363 1.59385 1.68948 1.79085 11 12 13 14 15 1 24337 1 26824 1 29361 1.31948 1 34587 1.31209 1 34489 1 37851 1 41297 1 44830 1.38423 1.42576 146853 151259 1.55797 1.53945 1.60103 1 66507 1.73168 1.80094 1.71034 179586 1.88565 197993 2.07893 1.89830 201220 2.13293 2.26090 2.39656 16 17 18 19 20 1.37279 1.40024 1 42825 1.45681 148595 1.48451 152162 1 55966 1 59865 163862 1.60471 1.65285 1.70243 1.75351 1.80611 1.87298 1 94790 2.02582 2.10685 2.19112 2 18287 229202 2.40662 252695 2.65330 2.54035 2 69277 2.85434 3.02560 3.20714 19 1.45681 1.48595 1 59865 1 63862 1 75351 1.80611 2 10685 2 19112 2 52695 2.65330 3.02560 320714 20 21 22 23 24 25 151567 1.54598 1.57690 1.60844 1.64061 1.67958 1.72157 1.76461 1 80873 1.85394 1.86029 1.91610 1.97359 203279 2.09378 2.27877 2.36992 2 46472 2.56330 2.66584 2.78596 2.92526 3 07152 3.22510 3.38635 339956 3.60354 3.81975 4.04893 4.29187 26 27 28 29 30 1.67342 1.70689 1.74102 1.77584 1.81136 190029 1 94780 1 99650 2 04641 2 09757 2.15659 222129 228793 235657 242726 277247 2 88337 299870 3.11865 3.24340 3.55567 3.73346 3.92013 4 11614 4.32194 4.54938 4.82235 5. 11169 5.41839 5.74349 31 32 33 34 35 1 84759 1 88454 1 92223 1.96068 1.99989 2.15001 2 20376 225885 2 31532 237321 2 50008 257508 265234 2.73191 2 81386 337313 3.50806 3.64838 3.79432 3.94609 4.53804 4.76494 5.00319 5.25335 5 51602 6.08810 645339 6.84059 725103 7.68609 36 37 38 39 40 203989 2 08069 2 12230 2 16474 220804 2.43254 2.49335 2.55568 2 61957 2.68506 2.89828 2.98523 3 07478 3.16703 3.26204 4.10393 4.26809 4.43881 4.61637 4.80102 5.79182 608141 638548 6.70475 7.03999 8.14725 8.63609 9.15425 9.70351 10 28572 ra Derinde 38 39 40 2 DUO 2.12230 2 16474 2.20804 2 49335 2.55568 261957 2.68506 2 523 3.07478 3.16703 3.26204 426609 4.43881 4.61637 4.80102 U6 141 6.38548 6.70475 7.03999 UE 9.15425 9.70351 10.28572 8% 1.08000 1.16640 1.25971 1.36049 1.46933 9% 1.09000 1.18810 1.29503 1.41158 1.53862 10% 1.10000 121000 1.33100 1.46410 1.61051 11% 1.11000 1.23210 1.36763 1.51807 1.68506 12% 1.12000 125440 1.40493 1.57352 1.76234 15% 1.15000 1.32250 1.52088 1.74901 2.01136 (n) Periods 1 2 3 4 5 1.58687 1.71382 1.85093 1.99900 2.15892 1.67710 1.82804 1.99256 2.17189 2.36736 1.77156 1.94872 2.14359 2.35795 2.59374 1.87041 207616 230454 2.55803 2.83942 1.97382 221068 2.47596 2.77308 3.10585 2.31306 2.66002 3.05902 3.51788 404556 6 7 8 9 10 2.33164 2.51817 2.71962 2.93719 3.17217 2.58043 2.81267 3.06581 3.34173 3.64248 2.85312 3.13843 3.45227 3.79750 4.17725 3.15176 3.49845 3.88328 4.31044 4.78459 3.47855 3.89598 4.36349 4.88711 5.47357 4.65239 5.35025 6.15279 7.07571 8.13706 11 12 13 14 15 3.42594 3.70002 3.99602 4.31570 4.66096 3.97031 4.32763 4.71712 5.14166 560441 4.59497 5.05447 5.55992 6.11591 6.72750 5.31089 5.89509 6.54355 7.26334 8.06231 6.13039 6.86604 7.68997 8.61276 9.64629 9.35762 10.76126 12 37545 14 23177 16.36654 16 17 18 19 20

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