Answer:
Steve and Stephanie Pratt
a. The amount of gain on the sale of the home that the Pratts are required to include in their taxable income is:
= $352,500
b. The amount of gain on the sale of the home that the Pratts are required to include in their taxable income is:
= $352,500
c. The amount of gain on the sale of the home that the Pratts are required to include in their taxable income is:
= $352,500
d. The amount of gain on the sale of the home that the Pratts are required to include in their taxable income is:
= $352,500
Explanation:
a) Data and Calculations:
Initial purchase cost of a home in Spokane = $575,000
Selling price of the home on June 30 of Year 5 = $927,500
Recognized gains = Selling price of the home Minus Initial Purchase Cost
= $352,500 ($927,500 - $575,000)
Answer:
E. Faced with a negative population growth rate, the country relaxed immigration control norms 25 years ago.
Explanation:
Given that<u> immigrants increase the population</u> and that they may come from a less healthy environment, having a less healthy background is very common for them. Even if the domestic population had a high average height, t<u>he mean value will surely decrease</u> to the lower height of the immigrants.
Therefore, a correlation between economic growth and average health measured by height can be undermined, given E) is true.
Answer:
Enrollment in this school will likely be below the equilibrium level.
While the price of tuition has been set at the equilibrium level, and as a result, the demand for tuition is also at the equilibrium level (the demand is the amount of students that want to enroll in university A), the amount of students that will enroll will likely be below equilibrium because the University is using non-pricing mechanisms to restrict demand: minimum GPA and SAT scores.
Answer:
Monthly payments = $1,234.54
Explanation:
given data
Future value = $1,000,000
time = 25 year = 25 × 12 = 300 months
rate = 7 % annual = 
= 0.5833% monthly
to find out
Monthly payments
solution
we will apply here future value formula that is express as
Future value = Monthly payments × 
..........1
put here value we get
Future value = Monthly payments ×
1,000,000 = Monthly payments × 
solve it we get
Monthly payments = $1,234.54
Answer:
the investment with large cash flow early
Explanation:
This can be illustrated with an example.
There are 2 investments A and B
The cash flows of A =
Cash flow in year 1 = $50,000
Cash flow in year 2 = 0
Cash flow in year 3 = 0
The cash flows of B =
Cash flow in year 1 = 0
Cash flow in year 2 = 0
Cash flow in year 3 = 50,000
Discount rate for both investment is 40%
Present value of A = $35,714.29
Pesent value for B = $18,221.57
It can be seen that the investment with the higher cash flow early has a higher present value
