Question

Use the NPV method to determine whether Stenback Products should invest in the following projects: . Pro oct A costs S265,000 and offers seven annual net cash inflows of S62.000 Stenback Products req nes . Project B costs S380,000 and offers ten annual net cash inflows of S7 1,000. Stenback anannual return of 14% on projects like A. Products demands an annual return of 12% on investments of this nature. (Click the icon to view the present value annuity table)(Cick the icon to view the present value table) (Cilick the icon to view the future value annuity table.) ( (Click the icon to view the future value table.) Requirement What is the NPV of each project? What is the maximum acceptable price to pay for each project? Calculate the NPV of each project. (Round your answers to the nearest whole dollar. Use parentheses or a minus sign for negative net present values)
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4 4 of 5 (3 complete) HW Score Reference Future Value of Annuity of $1 Periods 1.000ー ー1.000 1.000 1.000- 100 -1.000 -1.000 -1.000一一1.000- -1.000ーー1,00一一1,000 -000 2 2010 2.020 20302040 2.050 2060 200 2.100 2.120 2140 2.160 2.180 2200 3 3.030 3.06030913.122 3.153 3.184 3246 3310 3.374 3440 35063.572 3.640 4.184 4246 4.310 4375 506 4641 4.779 4.921 5066 5.215 5.368 5 5.101 5230954165526 56375867.105 6.353 6610 6.877 7.154 7442 6.152 6.308 6468 6.633 6.802 6.975 7.336 7.716 8.115 8.536 8.9779.4429.930 7214 7.4347.662 89 8.142 8.3948923 9.487 10.08910.730 11.41412.142 12916 8 8.286 8.583 8892 9.214 9.5499.89710.63711.43612.30013.233142401532716.499 9.369 9.755 10.159 10.583 11027 11.491 12.488 13.579 14.776 16.085 17.519 19.086 20.799 10 10.462 10.950 11.464 2006257813.181 14487 15.937 17.549 19.337 21.321 23.521 25959 11 11.567 12.16912.808 13.486 14207 14.97216648531 20.655 23.045 25.733 28.755 32150 12 | 12.683 | 13.412 | 14.192 | 15.026 | 15.917 | 16.870 | 18.977 | 21.384 | 24.133 | 27271 3085 34931 29581 13.809 14.680 15618 16.627 17.713 18.882 21.495 24.523 28.029 32.08936.786 42219 48.497 14 14.947 59741706 8292 9599 21.015 24.215 27975 32.393 37.581 43672 5081858.196 15 609717293 18.921579 23276231.772 37 28043842 51.860 60.96 72.035 20 22019 24.297 26.870 29778 330 36786 45762 5725 72052 91.025 115.380 146 628 186.68 25 28.243 32030 36.459 41646 4727 54865 73.10698347 133.334 181871 249214 342.603 471.981 30 34.785 40.568 47.575605 66439 79.058 113283 16444 241.333 356.787 530.312 90.9481,181.882 40 48 886 | 60402 75401 95026 120 800 154762 1 259.057 442593 67091 I 1342.02523607571 4163213 7343868 4.060 4.122 RE 101 200 12345 67891 12345 20 25 30
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Answer #1
Ans.1a Project A
Present value of cash inflows 265856
Less: Investment -265000
Net present value 856
Present value of cash inflow = Annual cash inflow * Present value of an annuity of 1
62000 * 4.288
265856
Ans.1 b Project A
Present value of cash inflows 401150
Less: Investment -380000
Net present value 21150
Present value of cash inflow = Annual cash inflow * Present value of an annuity of 1
71000 * 5.650
401150
Ans.2 Maximum acceptable price = Present value of cash inflow
Project A 265856
Project B 401150

*Both projects should be accepted as the NPV of each project is positive.

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