Answer:
$38,000 loss
Explanation:
For calculation of entry to record the sale of the tractor first we need to determine the total depreciation and net book value on Jan 1, 2018 which is shown below:-
Total depreciation = (Tractor cost - Salvage value) × (Hours in 2016 + Hours in 2017) ÷ Hours of operation
= ($180,000 - $20,000) × (2,400 + 2,100) ÷ 10,000
= $72,000
Net book value on January 1, 2018 = Tractor cost - Total depreciation
= $180,000 - $72,000
= $108,000
Loss on sale = Sold tractor amount - Net book value on January 1, 2018
= $70,000 - $108,000
= $38,000
Answer:
what amount of Raxston’s liability should be eliminated? d.$500,000
Explanation:
At different levels of the consolidation, certain intercompany payables and receivables balances must be eliminated. Eliminations are only required in the context of a consolidation where the trading parties are both included in a given consolidation.
Answer:
Explanation:
Particulars Amount
Common stock $15 par value 594,000
Paid-In Capital in Excess of Par—Common Stock <u> 15,840</u>
Total Paid-In Capital 609,840
From sale of Treasury stock 24,400
Add: Retained Earnings 932,000
Deduct: Treasury Stock (645 shares) <u>12,255</u>
Total Stockholders' Equity 1,553,985
Answer:
The correct answer to the following question is option E) 9.06% .
Explanation:
Here the cost of equity given is - 11.8%
Pre tax cost of debt- 6.9%
Tax rate- 35%
So the after tax cost of debt - 6.9% x 65%
= 4.485%
The debt to equity ratio - .6
So the weight of debt - .6 / ( 1 + .06 )
= .375
Weight of equity - 1 / ( 1 + .06 )
= .625
Weighted average cost of capital =
Debts cost x weight of debt + Equity cost x weight of equity
= 4.485 x .375 + 11.8 x .625
= 1.681875 + 7.735
= 9.06%
Answer:
Proposal A
3.75 years
Proposal B
3.375 years
Explanation:
<u>Proposal A</u>
Payback = 3.75 years
Year Cash Inflow Initial Investment Balance Year Count
0 0 1,050,000
1 $280,000 770,000 1
2 $280,000 490,000 2
3 $280,000 210,000 3
4 $280,000 0 *3.75
* 1050,0000 / 280,000 = 3.75 years
<u>Proposal B</u>
Payback = 3.375 years
Year Cash Inflow Initial Investment Balance Year Count
0 0 1,050,000
1 $350,000 700,000 1
2 $3150,000 385,000 2
3 $280,000 105,000 3
4 $280,000 0 *3.375
* ( 3 + ( 105,000 / 280,000 ) ) = 3.75 years