24 hours. Questions A-E

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IFM13Ch22P11StudentBuildaModel.xlsx

Build a Model

Student 10/30/17
Chapter: 22
Problem: 11
Stewart Manufacturing buys on terms of 2/10, net 30, but it has not been paying on time--it is a "slower payer," and its suppliers are getting upset. Stewart does not take discounts, and it has been paying in 50 rather than the required 30 days. Assume that the accounts payable are recorded at full cost, not net of discounts. Stewart's balance sheet follows:
Cash $250,000 Accounts payable $2,500,000
Accounts Receivable 2,250,000 Notes payable 250,000
Inventory 3,750,000 Accruals 250,000
Current Assets 6,250,000 Current liabilities 3,000,000
Fixed assets 3,750,000 Long-term debt 750,000
Common equity 6,250,000
Total assets $10,000,000 Total liabilities and equity $10,000,000
Stewart's suppliers are fed up and will not continue selling to Stewart unless Stewart begins making prompt payments (that is, paying in 30 days or less). The firm is going to have to reduce its level of accounts payable, either to an amount that is equal to 30 days purchases (if it does not take discounts) or to 10 days purchases (if it decides to take discounts). Management has decided to obtain the needed funds by borrowing on an additional 1-year note payable (call this a current liability) from its bank at a rate of 16%, discount interest, with a 15% compensating balance required. The cash currently held by Stewart is needed for transactions, so it cannot be used as part of the compensating balance. So, the issue now facing the company is this: How much trade credit should it use, and how large a loan should it obtain from its bank?
a. How large would the accounts payable balance be if Stewart takes discounts? If it does not take discounts and pays in 30 days?
Input Data
Discount, if taken 1% Days actually taken to make payment 50
Term of discount (days) 10 Interest rate on bank loan 16%
Payment due (days) 30 Required compensating balance 15%
Accounting days/year 360
Purchases per day = Old A/P / old days until payment
= /
=
Accounts payables = Term of discount (days) x Purchases per day =
Accounts payables if take discounts = x =
Accounts payables if don't take discounts = x =
b. How large must the bank loan be if Stewart takes discounts? If Stewart doesn't take discounts?
Cash needed to reduce current accounts payble to the level based on taking discounts:
Cash needed to reduce current accounts payble to the level based on not taking discounts:
Recall that because of the discount interest and compensating balance, the firm does not actually receive the full face amount of the loan. Therefore, it must borrow more (face value of the note) than it actually needs. The formula for finding the necessary loan to sustain a $250,000 cash receipt is:
Amount needed = Loan - (Interest rate on loan)(Loan) - (Compensating balance)(Loan)
Loan = Amount needed/(1- Interest rate - Comp. Balance %)
Loan amount needed if take discounts on credit purchases:
Loan amount needed if not take discounts on credit purchases:
c. What are the nominal and effective costs of nonfree trade credit? What is the effective cost of the bank loan? Based on these costs, what should Stewart do?
(1) Cost of nonfree trade credit
Nominal cost = cost per period x Periods per year
Discount/(1- discount) x Days per year / (Credit period - this period)
= x
Nominal cost = Cash to be received = $250 Desired level of accounts payable = $2,499,750
Interest charge = $0.00
Effective annual cost = (( 1 + cost per period ) ^ periods per year) - 1 Effective interest cost = 0.00%
Effective annual cost = 1 + ^ - 1
Effective annual cost = Option #1: Take discount
New A/P = x Term of discount
(2) Cost of the bank loan New A/P = ERROR:#REF!
This means that loan Malone would have to secure from the bank would be: ERROR:#REF!
Terms of the bank loan are a 16% discount interest rate, and a 15% compensating balance. This terms (and the effective rate on the loan) are the same regardless of how much the firm borrows. Assume an amount equal to the amount needed if Stewart does not take discounts on its purchases. We will set up a one-year timeline to analyze the cash flow relevant to this situation.
Option #2
New A/P = Old A/P / old days until payment x Payment due
New A/P = $2,500,000 / 50 x 30
0 (1 Year) 1 New A/P = $1,500,000.00
Loan amount This means that loan Malone would have to secure from the bank would be: $1,000,000.00
Discount interest
Compensating balance
Net cash flows
Using the RATE function, we can determine the cost of the bank loan.
Cost of bank loan =
Malone has two alternatives under the conditions set forth by its suppliers. It can either choose
This cost rate would be the same for the larger loan. Since the cost of the bank loan exceeds the cost of nonfree trade credit, Stewart should take out the smaller bank loan and then use nonfree trade credit. to begin paying creditors in the first ten days and receive a discount (Option #1) or it can take
the full thirty days to make payment (Option #2). The decision here will not directly affect the
d. Assume that Stewart foregoes the discount and borrows the amount needed to become current on its payables. Construct a pro forma balance sheet based on this decision. (Hint: you will need to include an account called "prepaid interest" under current assets.)
cost of nonfree trade credit, but will likely come into play later in the problem. For that reason,
we are going to calculate the expected levels of accounts payable under the
The operating assets will remain unchanged, but a new current asset, "Prepaid interest," will be created. Also, cash will increase by the amount of the compensating balance. On the liability side, accounts payable will decline, and notes payable will increase. Total assets will increase by the sum of the
compensating balance and the prepaid interest, or:
Malone Feed and Supply Company Balance Sheet
Cash Accounts payable
Accounts Receivable Notes payable
Inventory Accruals
Prepaid interest Current liabilities
Current Assets Long-term debt
Fixed assets Common equity
Total assets Total liabilities and equity
e. Using interest rates in the range of 5% to 25% and compensating balances in the range of 0% to 30%, perform a sensitivity analysis that shows how the size of the bank loan would vary with changes in the interest rate and the compensating balance percentage.
Set up a data table as shown below:
Interest Required Loan
Rate Compensating Balance Percentage
$ - 0 0% 10% 20% 30%
5%
10%
15%
20%

&P of &N

Loan Sensitivity

Comp Bal = 0% 0.05 0.1 0.15 0.2 Comp Bal = 10% 0.05 0.1 0.15 0.2 Comp Bal = 20% 0.05 0.1 0.15 0.2 Comp Bal = 30% 0.05 0.1 0.15 0.2

Interests rate

Size of Loan