A. Carmen’s Beauty Salon has estimated monthly financing
requirements for the next six months as follows:
January | $ | 9,100 | April | $ | 9,100 |
February | 3,100 | May | 10,100 | ||
March | 4,100 | June | 5,100 | ||
Short-term financing will be utilized for the next six months.
Projected annual interest rates are:
January | 5.0 | % | April | 12.0 | % |
February | 6.0 | % | May | 12.0 | % |
March | 9.0 | % | June | 12.0 | % |
-Compute total dollar interest payments for the
six months. (Round your monthly interest rate to 2 decimal
places when expressed as a percent. Round your interest payments to
the nearest whole cent.)
-Compute the total dollar interest payments if
long-term financing at 12 percent had been utilized throughout the
six months? (Round your monthly interest rate to 2 decimal
places when expressed as a percent. Round your interest payments to
the nearest whole cent.)
B. Carmen’s Beauty Salon has estimated monthly financing
requirements for the next six months as follows:
January | $ | 10,000 | April | $ | 10,000 |
February | 4,000 | May | 11,000 | ||
March | 5,000 | June | 6,000 | ||
Short-term financing will be utilized for the next six months.
Projected annual interest rates are:
January | 9 | % | April | 16 | % |
February | 10 | May | 12 | ||
March | 13 | June | 12 | ||
What long-term interest rate would represent a break-even point between using short-term financing and long-term financing? (Round your monthly interest rate to 2 decimal places when expressed as a percent. Round your interest payments to the nearest whole cent. Input your answer as a percent rounded to 2 decimal places.)
A.
January |
February |
March |
April |
May |
June |
Total |
|
Monthly Financing Requirements |
$ 9,100.00 |
$ 3,100.00 |
$ 4,100.00 |
$ 9,100.00 |
$ 10,100.00 |
$ 5,100.00 |
$ 40,600.00 |
Annual interest rate |
5% |
6% |
7% |
12% |
12% |
12% |
|
Monthly interest rate |
0.42% |
0.50% |
0.58% |
1.00% |
1.00% |
1.00% |
|
Interest Payment |
$ 38.22 |
$ 15.50 |
$ 23.78 |
$ 91.00 |
$ 101.00 |
$ 51.00 |
$ 320.50 |
January |
February |
March |
April |
May |
June |
Total |
|
Monthly Financing Requirements |
$ 9,100.00 |
$ 3,100.00 |
$ 4,100.00 |
$ 9,100.00 |
$ 10,100.00 |
$ 5,100.00 |
$ 40,600.00 |
Annual interest rate |
12% |
12% |
12% |
12% |
12% |
12% |
|
Monthly interest rate |
1.00% |
1.00% |
1.00% |
1.00% |
1.00% |
1.00% |
|
Interest Payment |
$ 91.00 |
$ 31.00 |
$ 41.00 |
$ 91.00 |
$ 101.00 |
$ 51.00 |
$ 406.00 |
B.
January |
February |
March |
April |
May |
June |
Total |
|
Monthly Financing Requirements |
$ 10,000.00 |
$ 4,000.00 |
$ 5,000.00 |
$ 10,000.00 |
$ 11,000.00 |
$ 6,000.00 |
$ 46,000.00 |
Annual interest rate |
9% |
10% |
13% |
16% |
12% |
12% |
|
Monthly interest rate |
0.75% |
0.83% |
1.08% |
1.33% |
1.00% |
1.00% |
|
Interest Payment |
$ 75.00 |
$ 33.20 |
$ 54.00 |
$ 133.00 |
$ 110.00 |
$ 60.00 |
$ 465.20 |
Break even long term interest rate == (Total monthly interest payments/Total monthly financing requirements) * 12
Breakeven long term interest rate = ($465.20/$46,000)*12 = 12.14%
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