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%
Price is the value that is put into a product or service As a result of lots of calculations, research, understanding, and risk-taking. A pricing strategy, on the other hand, is the smart way a company makes in order to target and attract customers. There are four pricing strategies:
<span>1. </span>Premium pricing
<span>2. </span>Penetration pricing
<span>3. </span>Economy pricing and
<span>4. </span>Skimming pricing
Premium pricing and skimming strategy both use a high price while penetration pricing and economy pricing use a low price. <span>
<span>When Dillard company reduced the price of children’s Levis from $31.99 to $24.99, the used the penetration pricing. And when the manager of Jenney instructed his staff to do the same, he used the penetration pricing strategy also to attract customers. </span></span>
Answer:
Efficiency varaince 6,000 unfavorable.
Explanation:
std hours 27,500.00 (22.000 units x 1.25 units per hour)
actual hours 28,000.00
std rate $ 12.00
difference -500.00
efficiency variance $ (6,000.00)
Answer:
Compounding formula would be used here which is as under:
Future Value = Present value * (1+r)^n
FV = (PV is $2000) * ( 1 + 4%)^ 3 number of years
Remember that r is the return that is 4% that Sarah Jones will receive.
So
FV = $2250
So this is the amount that she will receive after three years. I would recommend her to invest in ordinary shares (take higher risk for higher return) so that she is able to buy a better car.