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# All Calculations Used to Arrive at Solutions

Paper type: Essay 3 (673 words)
Categories: Economics, Finance, Hospitality Industry
 Views: 559

Community Hospital has annual net patient revenues of \$150 million. At the present time, payments received by the hospital are not deposited for six days on average. The hospital is exploring a lockbox arrangement that promises to cut the six days to one day. If these funds released by the lockbox arrangement can be invested at 8 percent, what will the annual savings be? Assume the bank fee will be \$2,000 per month.

St. Luke’s Convalescent Center has \$200,000 in surplus funds that it wishes to invest in marketable securities.

If transaction costs to buy and sell the securities are \$2,200 and the securities will be held for three months, what required annual yield must be earned before the investment makes economic sense?

Your firm is considering the following three alternative bank loans for \$1,000,000:

a) 10 percent loan paid at year end with no compensating balance b) 9 percent loan paid at year end with a 20 percent compensating balance c) 6 percent loan that is discounted with a 20 percent compensating balance requirement

Assume that you would normally not carry any bank balance that would meet the 20 percent compensating balance requirement.

What is the rate of annual interest on each loan?

An important source of temporary cash is trade credit, which does not actually bring in cash, but instead slows its outflow. Vendors often provide discounts for early payment. What is the formula to determine the effective interest rate if the discount is not utilized?

Community Hospital has annual net patient revenues of \$150 million. At the present time, payments received by the hospital are not deposited for six days on average. The hospital is exploring a lockbox arrangement that promises to cut the six days to one day. If these funds released by the lockbox arrangement can be invested at 8 percent, what will the annual savings be? Assume the bank fee will be \$2,000 per month. Annual net patient revenue = \$150 million

Lockbox arrangement will earn interest for 5 days
(As payment received by the hospital are not deposited for 6 days. Lock box arrangement will cut the 6 days to 1 day). Interest rate = 8%
Bank fee = \$2,000 per month
So, interest earned = \$150 million *(5/365)*8% = \$164,384
Annual bank fee = \$2000*12 = \$24,000
Hence, annual savings = \$164,384 – \$24,000 = \$140,384

St. Luke’s Convalescent Center has \$200,000 in surplus funds that it wishes to invest in marketable securities. If transaction costs to buy and sell the securities are \$2,200 and the securities will be held for three months, what required annual yield must be earned before the investment makes economic sense? Surplus fund = \$200,000

Transaction cost = \$2,200
Holding period = 3 months
So, yield should be minimum \$2,200.
Let minimum required annual yield = r%
So, \$200,000*(3/12)*r% = \$2,200
50,000*r% = 2,200
r% = 2,200/50,000 = 4.40%
Thus, minimum required annual yield = 4.40%

Your firm is considering the following three alternative bank loans for \$1,000,000:

Assume that you would normally not carry any bank balance that would meet the 20 percent compensating balance requirement. What is the rate of annual interest on each loan?

a) 10 percent loan paid at year end with no compensating balance Annual interest rate = 10%

b) 9 percent loan paid at year end with a 20 percent compensating balance Annual interest rate = 9%/(1-20%) = 11.25%

c) 6 percent loan that is discounted with a 20 percent compensating balance requirement Annual interest rate = 6%/[(1-6%)*(1-20%)] = 7.98%

An important source of temporary cash is trade credit, which does not actually bring in cash, but instead slows its outflow. Vendors often provide discounts for early payment. What is the formula to determine the effective interest rate if the discount is not utilized? Effective interest rate if discount is not utilized =

[Discount %/(1-Discount %)] x (360/(Full allowed payment days – Discount days)) Example: Let credit term is 2/10, n/30
Then effective interest rate if discount is not utilized =
2%/(1-2%)*(360/(30-10)) = 36.73%

## Cite this essay

All Calculations Used to Arrive at Solutions. (2016, Mar 18). Retrieved from https://studymoose.com/all-calculations-used-to-arrive-at-solutions-essay

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