Answer: Barry must include $6,000 in gross income from discharge of indebtedness
Explanation:
Feom the question above, we are told that Barry embezzled $6,000 from his employer and that even though his employer discovered the theft, the employ did not fire him and told him that he did not have to repay the $6,000 if he attend Alcoholics Anonymous. Barry met the conditions and the employer canceled the debt.
In this case, Barry will have to include the $6,000 he stole in gross income from discharge of indebtedness. The gross income has to do with the sum of the wages, profits, salaries, rents, interest payments, and every other earnings, before the deductions of taxes or other deductions. Since Barry stole the money and.he.has been forgiven, the $6,000 has to be included in the gross income from discharge of indebtedness.
Answer: $246,400
Explanation:
Qualified residence indebtedness refers to the mortgage that's taken to purchase or improve on one's main home.
Based on the information given above, the on the $246,400 of the first and second mortgage is treated as qualified residence indebtedness.
Answer:
In 269th Payment the principal component is greater than half of the payment
Explanation:
Amortization schedule is attached please find it.
The loan payment includes the interest and principal portion. After deducting the interest on the due balance the residual amount is paid towards the principal.
Loan is paid per month, the amount of each payment can be calculated as follow:
Loan Payment per month = r ( PV ) / 1 - ( 1 + r )^-n
r = rate per period = 9% per year = 0.75% per month
n = number months = 30 years x 12 months per year = 360 Months
PV = present value of all payments = $420,000
P = payment per month = ?
P = 0.75% ( $420,000 x 90% ) / 1 - ( 1 + 0.75% )^-360
P = $3,041.47 per month
Andean Pact, I believe it the correct answer! Hope it helps!
Answer:
$17,167
Explanation:
<em>The first step is to calculate amount of cash that would be charged</em>
<em>For 30 months, pay $520 per month for 30 months and an additional $10,000 at the end of 30 months.</em>
Present value is = 2,221
<em>Then</em>
<em>The present value of the payment options is =</em>
<em>($520 * PVA (24% 12,30) + $10,000 PV ( 24% 12,30))</em>
<em>$520 * 22.396 + $10,000 * 0.5521</em>
<em>$11646 + $ 5521</em>
<em>$17,167</em>
<em>Therefore the amount of cash the car dealer would charge is $17,167</em>
