Answer:
Juanita's marginal tax rate is 42.5%
Explanation:
marginal tax rate = MTR
After tax yield of dividend paying stock is 8.1% * (1-0.15) = 0.069 = 6.9%
The after tax yield of the bond will be 6.9%
Therefore,
6.9% = 12.0% * (1 - MTR)
6.9% = 12.0% - 12.0% *MTR
6.9% - 12.0% = -12.0% * MTR
-0.051 = -0.12*MTR
MTR = 0.051/0.12 = 0.425
MTR = 42.5%
Answer:
$7500
Explanation:
An expense stop is a tool used by landlords to limit their operating costs and maintain predictable operating costs over the terms of the lease. Hence, even though the operating expense is $6.50, the landlord is only accountable for $6.
The operating costs annually would be: 1500 x 6 = 9000
(Even though the office space is vacant for one month of the year, maintenance costs will still be incurred throughout the year, whether leased or vacant)
Annual income :
1500 x 12 = $18000 (12 months)
It should be noted though that the office space is vacant for one month. Hence, landlord only receives 11 months worth of leased rent. Actual income : (18000/12) x 11 = $16500
Net operating income annually : Total income - Total expenses = $16500 - $9000 = $7500
Answer:
D(p) = 2,000 ÷ Price + 434
Explanation:
The computation of the demand function is shown below:-
Number of units of the product = 3000 ÷ Price + C
834 = 2,000 ÷ $5 + C
834 = 400 + C
C = 834 - 400
C = 434
So, D(p) = 2,000 ÷ Price + 434
Therefore for computing the demand function we simply applied the above formula also we considered all the given information mentioned in the question
Answer:
so correct option is C. 6.5
Explanation:
given data
natural rate of unemployment = 4%
economy producing = 95%
solution
we know here as Okun's law for the every 1 percentage increase in unemployment rate
GDP of country = 2% lower than potential GDP
but here is country GDP = 5% lower than potential GDP
so there is increase in the unemployment rate = 5% ÷ 2 = 2.5%
and unemployment rate is given = 4%
so effective unemployment rate will be
effective unemployment rate = 4% + 2.5%
effective unemployment rate = 6.5%
so correct option is C. 6.5