Answer:
Net Present Value = $59,632.78
Explanation:
<em>The net present value NPV) of a project is the present value of cash inflow less the present value of cash outflow of the project.
</em>
<em>NPV = PV of cash inflow - PV of cash outflow
</em>
Present value of cash inflow:
65,000 × (1.09375)^(-1) + 98000
×(1.09375)^(-2)+ 126,000
×(1.09375)^(-3)+ 132,000 × (1.09375)^(-4)= 326882.7792
PV of annual maintenance cost :
=1,500 × (1- 1.09375^(-4))/0.09375
=4819.84773
NPV = 26882.7792 - 4819.84773
- (255,000+12250)
= 59,632.78
A. correct me if im wrong
A
85 x 5 = 425
1000 - 425 = 575
Used simple numbers but it’s correct
Answer:
Sept 1,
DR Stock dividends $52,500
CR Common stock $9,000
CR Additional paid in capital $43,500
Sept 1,
DR Stock dividends $90,000
CR Common stock $90,000
Sept 1,
No journal entry required.
<u>Workings</u>
Small Dividends
<em>Stock dividends</em>
= 15,000 * 10% * $35
= $52,500
<em>Common stock </em>
= 15,000*10%* $6
= $9,000
<em>Additional paid in capital</em>
= 52,500 - 9000
= $43,500
Large Dividends
<em>Stock dividends</em>
= 15,000 * $6
= $90,000
<em>Common stock </em>
= 15,000 * $6
= $90,000
<em>No entry for stock splits.</em>
Answer:
$750,000
Explanation:
Computation of the balance of the Equity Investment account on the parent's pre-consolidation balance sheet
EQUITY INVESTMENT ACCOUNT
Purchase price $400,000
Add Net income $400,000
Less Dividends ( $50,000 )
Balance of equity $750,000
($400,000+$400,000-$50,000)
Therefore the balance of the Equity Investment account on the parent's pre-consolidation balance sheet assuming that the Goodwill asset has not declined in value subsequent to the date of acquisition will be $750,000
