Answer:
$6,000
Explanation:
First, Carey's allowable deductions repersents 'real estate loss allowance. The real estate loss allowance is an allowance or tax reduction made available to taxpayers who are also owners of rental properties in the U.S.
The specific allowance states that if the adjusted gross income of the owner of the rental property is $100,000 or less, then the taxpayer is allowed a deduction of $25,000. However, this begins to reduce as the adjusted gross income approaches $150,000 and the allowance is completely eliminated when the income exceeds $150,000
Based on this explanation, Carey's Adjusted Gross Income= $138,000, higher than $100,000 but less than $150,000
The calculation= 50% ($150,000- maximum allowable adjusted gross income- $138,000 - Carey's reported adjusted gross income)
=0.50 ($12,000)
= $6,000
Answer: -30%
Explanation:
The Nominal gain is:
= 100,000 - 20,000
= 80,000 foci
Tax on nominal gain:
= 20% * 80,000
= 16,000 foci
After tax nominal value of land:
= 100,000 - 16,000
= 84,000 foci
The real value given the price index is:
= 84,000 / 600 * 100
= 14,000 foci
After tax real rate of cap. gain:
= (14,000 - 20,000) / 20,000
= -30%
Answer:
Value of Investment= Principal (1+Rate of return)^Number of periods
For the first investment the principal is 7,500, the rate of return is 11.5% and the number of periods are 5 so the value of the investment will be
7,500 (1+0.115)^5=12,925
For the second investment the principal is 5,000, the rate of return is 11.5 and the number of periods are 3 as the 5,000 is invested two years from today.
5,000*(1+0.115)^3=6,931
Total value of investments = 12,925 +6,931 = $19,856
Explanation: what is this can you elaborate pls
Answer:
December 31, 2018, bonds are issued
Dr Cash 461,795
Cr Bonds payable 450,000
Cr Premium on bonds payable 11,795
amortization expense per coupon = $11,795 / 6 coupon payments = $1,965.83
June 30, 2019, first coupon payment
Dr interest expense 18,284.17
Dr Premium on bonds payable 1,965.83
Cr Cash 20,250
The amortization of the premium on bonds payable decreases the interest expense.
