Answer:
25)
FV= | PV*(1+r)^n |
500= | PV*(1.12)^3 |
PV= | 500/1.405 |
PV= | $ 355.87 |
27)
FV of annuity | P[(1+r)^n-1]/r |
=200[(1.12)^3-1]/.12 | |
=200*3.374 = $674.8 |
28)
Inventory on hand | ||||||||
Units | Price | Total | Units | Price | Total | |||
Nov | 1 | Inventory | 15 | $ 4.00 | $60 | 15 | $ 4.00 | $ 60.00 |
8 | Purchase | 60 | $ 4.40 | $264 | 75 | $ 4.32 | $ 324.00 | |
17 | Purchase | 30 | $ 4.20 | $126 | 105 | $ 4.29 | $ 450.00 | |
25 | Purchase | 45 | $ 4.80 | $216 | 150 | $ 4.44 | $ 666.00 | |
100 | Sale | 50 | $ 4.44 | $ 222.00 |
COGS under Average Cost method | =100 units * $4.44 |
$444 |
29)
COGS under FIFO | =60+264+126*25/30 | |
$ 429 |
30)
COGS under LIFO | =216+126+264*25/60 | |
$ 452 |
5. Use the following future value information to answer the questions below. Periods Future Value of...
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Kansas Corporation is reviewing an investment proposal that has an initial cost of $72,000. An estimate of the investment's end-of-year book value, the yearly after-tax net cash inflows, and the yearly net income are presented in the schedule below. Yearly after-tax net cash inflows include savings from the depreciation tax shield. The investment's salvage value at the end of each year is equal to book value, and there will be no salvage value at the end of the investment's life....
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Periods 6% 1.06000 1.12360 1.19102 1.26248 1.33823 Table 1 : Future Value of 1 8% 9% 1.08000 1.09000 1.16640 1.18810 1.25971 1.29503 1.36049 1.41158 1.46933 1.53862 10% 1.10000 1.21000 1.33100 1.46410 1.61051 12% 1.12000 1.25440 1.40493 1.57352 1.76234 Periods an 6% 0.94340 0.89000 0.83962 0.79209 0.74726 Table 2 : Present Value of 1 8% 9% 0.92593 0.91743 0.85734 0.84168 0.79383 0.77218 0.73503 0.70843 0.68058 0.64993 10% 0.90909 0.82645 0.75132 0.68301 0.62092 12% 0.89286 0.79719 0.71178 0.63552 0.56743 Periods いないか Table...
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