Answer:
While it was true that the cotton gin reduced the labor of removing seeds, it did not reduce the need for slaves to grow and pick the cotton. In fact, the opposite occurred. Cotton growing became so profitable for the planters that it greatly increased their demand for both land and slave labor.
If a tax is levied on the sellers of a product, then the demand curve will become flattered.
Option A. becomes flattered.
If a tax is levied on sellers of a product, then the supply decreases, the supply curve will shift to the left. The demand curve will not shift. This is shown in the following figure;
S+tax Price E1 pl p 0 q1 q Quantity х
In the above figure, the x-axis shows quantity and the y-axis shows the price. D is the demand curve and S is the supply curve. As a result of the tax, the supply curve will shift to the left. The price increases from p to p1 and quantity decreases from q to q1.
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Answer:
$140,000
Explanation:
Computation of the company’s net income for 2014.
Using this formula
Net income=Revenue – Expenses
Let plug in the formula
Net income=$200,000 - $40,000+$20,000
Net income= $140,000
Therefore the company’s net income for 2014 will be $140,000
Answer:
d. 5.14%.
Explanation:
Calculation to determine the best estimate of the after-tax cost of debt.
First step
Based on the information given we would make use of rate formula in excel.
=rate(nper,pmt,-pv,fv)
Where,
nper= coupon every six months for 20 years = 40 coupon payments
Pmt =$1000*7.25%*6/12=$36.25
Pv = $875
Fv =$1000
Let plug in the formula
=rate(40,36.25,-875,1000)=4.28% semiannually
=4.28% *2=8.56% annually
Now let calculate the after tax cost of debt using this formula
After tax cost of debt=8.56%*(1-t)
Where,
t represent tax rate of 40%
Let plug in the formula
After tax cost of debt=8.56%*(1-0.4)
After tax cost of debt=5.14%
Therefore the best estimate of the after-tax cost of debt is 5.14%
Answer:
Alwan expect to pay for airplane 4= $747818.48
Explanation:
given data
expect to pay airplane = 4
3rd plane produce = 20,000 hours
learning curve = 85%
solution
As here logarithmic approach allow get labor for any unit, TN, as
TN = T1(Nb)
here TN is time for the Nth unit and T1 is hours to produce the first unit
so
b = (log of the learning rate) ÷ (log 2) = slope of the learning curve
so
T3 = T1(3log(0.85)÷log2)
so we get
So Alwan expect to pay for airplane 4 = $747818.48