Answer:
$65,742.60
Explanation:
Note: The full question is <em>"Peter wishes to create a retirement fund from which he can draw $20,000 when he retires and the same amount at each anniversary of his retirement for 10 years. He plans to retire 20 years from now. What investment need he make today if he can get a return of 5% per year, com- pounded annually?"</em>
At first, we need to find the PV of withdrawals and there are 11 withdrawals starting 20 years from now.
PV = PMT/r * 1 - 1/(1+r)^n. This formula gives the PV one period before the first withdrawal. That is 19 years from now because the first withdrawal is 20 years from now.
PMT = 20,000, n = 11,
r = 0.05
PV19 = 20,000/0.05 * [1 - 1/(1+0.05)^11]
PV19 = 400,000 * 0.4153207109
PV19 = 166,128.28436
Now, we need to discount this back to toda
PV0 = PV19/(1 + r)^n; n = 19, r = 0.05
PV0 = 166,128.28436/(1 + 0.05)^1
PV0 = $65,742.6033421702
PV0 = $65,742.60
So, Peter needs to make $65,742.60 today.
I think that you could say it mostly like that by make your words more descriptive, I don’t really know what your going for tho
Answer:
Income +/- inventory adjustment
2015: 138,000 - 23,000 = 115,000
2016: 254,000 + 61,000 = 315,000
2017: 168,000 + 17,000 = 185,000
Explanation:
<u>Inventory Identity:</u>
Beginning + Purchases = Ending + COGS
As the mistake is on the right side it compensates by the other component which is COGS
<u><em>When the inventory is overstated</em></u> this means COGS is understated.
We didn't record the cost of good sold thefore our gross profit is higher making the net income higher.
<u><em>When the inventory is understated</em></u> this means COGS is overstated.
We record more cost of goods sold thefore our gross profit is lower making the net income fewer as well.