Answer:
$62,000
Explanation:
Calculation to Determine Barnaby's basis at the end of the tax year
Using this formula
Ending tax year Barnaby's basis in the partnership=[BBB Partnership basis+( Share of debt-Share of partnership debt)+ Share of Partnership's income +Share of partnership's nontaxable income-Cash distributions]
Let plug in the formula
Ending tax year Barnaby's basis in the partnership =$50,000 + ($8,000-$5,000) + $20,000 + $1,000 - $12,000
Ending tax year Barnaby's basis in the partnership =$50,000 + $3,000 + $20,000 + $1,000 - $12,000
Ending tax year Barnaby's basis in the partnership = =$62,000
Therefore Barnaby's basis at the end of the tax year will be $62,000
Answer:
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Answer:
1.Quinlan distribution has realized a loss of
$214,480 of which $0 is recognized.
2. The shareholder received property with a basis of $321,720
Explanation:
1.
When property is been said to be distributed to shareholders the amount of dividend equal to the fair value of the said property which is $321,720 on the date of the distribution. Therefore the amount of taxable dividend is $321,720 which is before the dividends received deduction.
Therefore;
Net loss which shall not be allowed ($536,200-$321,720)
=$214,480
Quinlan distribution has realized a loss of
$214,480 which is not allowed to be recognized
2. Adjusted basis of the property distributed is $321,720
Answer:
(A) $110,000
(B) $44,000
(C) $440,000
(D) $176,000
Explanation:
Parent corporation invested $1,000,000 in sub corpora tion for 25% of its outstanding stock
Sub corporation pays out 40% of net income of dividend each year
(A) Parent's Co's share of Sub's Co's net income for the year is $110,000
(B) Parent's Co's share of Sub's Co's share of dividend for the year is $44,000
(C) The total net income can be calculated as follows
= 110,000 ×100/25
= 11,000,000/25
= $440,000
(D) The total dividend for the year can be calculated as follows
= 440,000 ×40/100
= 440,000 × 0.4
= $176,000
The home loan must be repaid at a real interest rate of 3%; (8.5%-5.5%=3%).
<h3>Real interest rate </h3>
A real interest rate is adjusted to remove the effects of inflation and gives the real rate of a bond or loan. A nominal interest rate refers to the interest rate before taking inflation into account.
Learn more about real interest rate here:
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