This chapter covers these topics:
THE PREVIOUS CHAPTER DISCUSSED PROCEDURES to manage cash as it is received and disbursed. In this chapter we analyze the choices financial managers have when short-term liquidity requirements do not match cash from operations and bank accounts. The process involves three steps, which we will review in this chapter.
Statistics can be applied to business forecasting through various processes. One technique is regression analysis, which measures how much of a factor (the dependent variable) is caused by other factors (the independent variables). An example is estimating sales based on experience with such causal factors as advertising, sales calls, and recent sales experience. Another useful technique is time series analysis using the moving-average method, which forecasts future events (like sales for the next half year) based on known past events (like recent sales).1
The distribution method is a technique that is simple yet useful. With sufficient historical data on patterns of inflows, cash forecasts can be prepared based on day-of-the-week and day-of-the-month patterns of activity. This technique is effective for companies with a fairly regular sales pattern and is helpful in estimating disbursement check clearings.
In order to analyze cash flows using the distribution method, a company must accumulate data on patterns of receipts for at least three or four months. Exhibit 4.1 illustrates a schedule that results from this history, allowing us to predict the receipt of payments for retail sales.
Receipts by Day-of-the-Week | Receipts by Day-of-the-Month | ||
Mondays | 15% | 1st, 15th, 30th (includes the 31st) | 7% |
Tuesdays | 10% | 2nd, 16th | 6% |
Wednesdays | 15% | 3rd, 17th | 5% |
Thursdays | 15% | 4th | 4% |
Fridays | 20% | 5th, 6th, 7th, 8th, 9th, 10th, 18th | 3% |
Saturdays | 25% | 19th, 20th, 21st, 29th | 3% |
Average day | 16⅔% | All other days | 2% |
EXHIBIT 4.1 Illustrative Distribution Method (by Business Day)
Based on forecast sales for the coming month of June of an assumed $500,000, the amount for any particular date can be calculated. Assume that Monday, June 17, is the 15th business day (as there is no activity on Sundays). We can forecast the activity of that day using the day-of-the-week factor as adjusted, times the day-of-the-month factor times the monthly sales forecast.
The adjustment changes the day-of-the-week factor by dividing it by the average day amount; a six-day week is adjusted using 16⅔ percent, while a five-day week is adjusted using 20 percent (100 percent ÷ 5 days). For June 17, the calculation is as follows:
(15 percent ÷ 16⅔ percent) × 7 percent × $500,000 = $31,500
This calculation is useful in planning for our daily business activities, but our real working capital need is for cash.
The second step in determining appropriate short-term financing actions is to forecast the cash position through a process known as cash budgeting. While the example that follows uses monthly data that may be acceptable for a small business, many large companies prepare daily cash budgets while those in the middle market prepare such analyses twice a week.
A cash budget is based on accrual accounting2 data such as sales, expenses, and other income statement accounts. We convert sales into expected cash collections by assigning the historical experience of customer payment histories as applied to actual sales. In a similar manner, we transform expenses into cash disbursements. We then add nonrecurring cash events, including dividends, taxes, capital investments, and similar activities.
Assume that sales and expense forecasts for a company are as follows:
Sales ($000) | Expenses ($000) | |
April | $30,000 | $32,000 |
May | $40,000 | $35,000 |
June | $50,000 | $43,000 |
July | $60,000 | $52,000 |
August | $50,000 | $43,000 |
September | $40,000 | $35,000 |
October | $30,000 | $30,000 |
November | $30,000 | $ 28,000 |
Of course, these are forecasts based on statistical estimates and actual results will vary from our projections.
Assume that all sales are credit, with 20 percent collected in the month of the sale, 60 percent collected in the following month, and the remainder collected in the second following month. All expenses are paid during the month they are incurred; in addition, a tax payment of $4 million is due in July and again in September. The beginning cash balance in June is $6 million.
We'll prepare a cash flow statement for June through August; see Exhibit 4.2. Assuming the company's minimum allowable cash balance is $5 million, we'll prepare a surplus/deficit cash projection for those three months. We begin with the cash collections for June, which involve some monies collected that month (20 percent of sales, or $10 million), 60 percent of sales in the previous month (60 percent of May's sales, or $24 million), and 20 percent of sales in the second previous month (20 percent of April's sales, or $6 million). The total of “cash in” for June, then, is $10 million + $24 million + $6 million = $40 million. We can calculate July through September in a similar manner.
June | July | August | September | |
Sales | $50,000 | $60,000 | $50,000 | $40,000 |
Collections | ||||
That month (20%) | 10,000 | 12,000 | 10,000 | 8,000 |
Month after (60%) | 24,000 | 30,000 | 36,000 | 30,000 |
Two months after (20%) | 6,000 | 8,000 | 10,000 | 12,000 |
Total cash In | 40,000 | 50,000 | 56,000 | 50,000 |
Payments | ||||
Expenses | 43,000 | 52,000 | 43,000 | 35,000 |
Taxes | 0 | 4,000 | 0 | 4,000 |
Total cash out | 43,000 | 56,000 | 43,000 | 39,000 |
Net cash in/out | −3,000 | −6,000 | 13,000 | 11,000 |
Beginning cash | 6,000 | 3,000 | −3,000 | 10,000 |
Ending cash | 3,000 | −3,000 | 10,000 | 21,000 |
Minimum cash required | 5,000 | 5,000 | 5,000 | 5,000 |
Surplus/deficit (denoted by minus sign) | −2,000 | −8,000 | 5,000 | 16,000 |
Bank borrowings | 2,000 | 8,000 | 0 | 0 |
Cumulative borrowings | 2,000 | 10,000 | 5,000 | 0 |
Short-term investing | − | − | − | 11,000 |
Italics = Accrual accounting data; all other data are based on conversion to cash accounting.
EXHIBIT 4.2 Illustrative Cash Budget ($000)
The payments are all made in the month incurred, but we must remember to include taxes of $4 million in July and in September. The total of “cash out” is entered, and the net of “cash in” and “cash out” is calculated, a negative $3 million for June. We began June with $6 million, and we expect to end June and begin July with $3 million. However, our minimum cash is $5 million, so we are “short” $2 million in June.
To obtain this amount, we could arrange for bank borrowings, sell short-term investments, or use other financial strategies. As we work these calculations through the remaining months, we determine total borrowings and the amount available to invest after the borrowings are repaid. The decision that results is to arrange to finance $2 million in June and $8 million in July, and to use the surpluses of $5 million in August and $11 million in September. We'll explore our options in the next sections.
The next step is the consideration of the various credit arrangements provided by banks (and such other lenders as commercial finance companies), including lines of credit and asset-based financing.
When arranging for a line of credit or any type of bank loan, the borrower should come fully prepared to meet with a banker. Essential documents are the cash budget and pro forma financial statements (an income statement and a balance sheet). The term pro forma refers to projected or in the form of, and reflects expected results for coming periods. In addition, bank loan officers require audited financial statements from recent reporting periods.
Other data that should be provided include specific sources of sales, including customer names and their likely purchases; marketing plans, including advertising and promotional activities; likely employee hiring and terminations; and justification for major expenses, such as new equipment, the rental of additional production capacity, outsourcing arrangements, and other initiatives. Expect to discuss contingency arrangements in the event of a failure to meet business goals.
The banker will indicate the frequency and form of the future exchange of data to keep him or her updated on current developments. Any expectations regarding the use of other bank services, such as the products discussed in Chapter 3, will be strongly suggested. (Because of the illegality of tying arrangements, bankers cannot require that a borrower buy noncredit services in order to obtain credit.) In the interim, maintain contact with the banker—he or she does not want to be unpleasantly surprised!
A company may arrange with a bank for access to a line of credit, a specified amount of money accessible for a specified time period, usually one year.3 The line may be drawn as needed during seasonal shortages of cash resulting from normal operations. In the cash budget example, the company needs $2 million in June and $8 million in July, and we could use the credit line to meet those temporary needs.
The bank guarantees the line if it is committed so long as the borrowers meet all of the conditions of the agreement. An uncommitted line is not guaranteed but is almost always granted (assuming the terms of the lending arrangement are met). Depending on the credit risk and condition of the company, banks will typically charge a fee of about ½ of 1 percent for a committed facility; there is no fee for an uncommitted line. Typical pricing of the used portion of the line is about 2 to 4 percent above Fed funds, LIBOR, or the prime rate, depending on the perceived credit risk of the borrower.4 Because of the complexities of bank lending, a discussion in some detail is provided in Chapter 5.
Banks in the United States can make a reasonable return on credit above their costs of capital when a nominal commitment fee is earned, about 5½ percent.5 The return on uncommitted lines is about 3 percent less, making the provision of this version of the product marginal. These results are before default losses on nonperforming losses are included. The decision of banks to provide lines of credit without commitment fees has been due to three factors:
There is no assurance that banks will be willing to provide free uncommitted lines or committed lines for a nominal fee of perhaps ½ of 1 percent given the recent problems of the banking industry. Furthermore, financial managers do not act prudently when they fail to lock in committed lines. The natural impulse is to bargain aggressively for a reduction in this fee, to shop for better pricing from a competitor, or to accept an uncommitted, “free” line of credit. Bargaining and shopping are certainly acceptable, but settling for an uncommitted line could be a mistake for the following reasons:
Lines of credit are essential sources of liquidity for any business. A treasurer does not want to receive a telephone call from his or her banker that an uncommitted line of credit is no longer available.
Asset-based financing uses a company's accounts receivable and/or inventory as collateral in situations where the lender is uncertain of the borrower's creditworthiness. Typical costs are 4 to 5 percent higher than arranging a line of credit.
We will discuss asset-based lending in more detail in Chapters 6 and 7.
In our cash budget, we had excess cash of $11 million in September. This section discusses the final step in our cash decision: choosing investments appropriate for any temporary excess of cash. We paid down our borrowing with the excess cash in August for two reasons:
There are two investment vehicles that do not require any action by the financial manager: ECRs and sweeps. Although we could just leave any unneeded money in the bank, the earnings we would receive on such “no effort investments” are minimal.
The Federal Reserve's Regulation Q prohibits the payment of interest on corporate checking accounts (called demand deposit accounts, or DDAs). While there has been discussion for about two decades of changing this rule, the restriction continues.6 As a result, banks have long used the concept of the earnings credit rate (ECR), which is applied to average balances left on deposit and used to offset any service charges.
The calculation is shown on the bank's monthly invoice, called the account analysis. Assuming an ECR of 2 percent, a company would earn $375 for a month on an average earnings balance of $225,000; see Exhibit 4.3. We will be discussing the account analysis further in Chapter 5.
Description | Purpose | Amount |
Average ledger balance | Reflects the ledger amount of debits and credit in the bank | $2,000,000 |
Less: Average float | Shows the funds in the process of collection through the assignment of availability7 | $1,750,000 |
Equals: Average collected balances | Indicates the average funds that can be used for transactions | $250,000 |
Less: Federal Reserve requirement (currently 10%) | Is the amount set by Federal Reserve rules that banks must hold to maintain liquidity | $25,000 |
Equals: Average earnings balance | Shows the amount on which the company earns an ECR credit | $225,000 |
Earnings credit rate (ECR) | Applies the current earnings rate | 2% |
ECR allowance | Provides the earnings allowance for the month | $375.008 |
EXHIBIT 4.3 Illustrative ECR Calculation (based on a typical bank account analysis)
Companies desiring to earn this credit simply do nothing, and the bank will automatically apply the earnings against any bank service charges. However, the effective return is only 1.8 percent ($375 × 12) ÷ $250,000 when the ECR is 2 percent. (The ECR rate is calculated by the bank against a benchmark rate, usually the yield on short-term U.S. Treasury securities.)
Banks and investment companies introduced sweeps in the 1980 s, when high interest rates were a strong incentive for financial managers to aggressively invest short-term. A sweep automatically moves any DDA (demand deposit account or checking account) balances into an interest-bearing account outside of the bank. There is a fairly wide choice of investments for companies that use sweeps, including government and corporate securities and offshore higher-yielding opportunities. Balances are returned the next morning to the DDA.
The all-in charge for a sweep account is about $100 a month, so interest income must significantly exceed that cost, which may be difficult in the current low-interest environment. For example, 2½ percent earned on $50,000 produces only about $100 in monthly interest income and is not worth the effort to create a sweep account. A concern with sweeps is that there is no Federal Deposit Insurance Corporation (FDIC) insurance on the amount swept while it is outside of the bank.9
Many companies use telephone or Internet instructions to their banks or securities firms to make safe investments with reasonable returns. While financial managers may receive advice, they must actively choose among the instruments and maturities. Furthermore, these investments may charge a transaction fee, and there is a cost for the movement of funds to pay for the investment. See Exhibit 4.4 for short-term investment rates just before the 2008–2009 credit crisis, a period generally considered as “normal,” and in early 2014, during an unusual period in our economic history due to the policies of the Federal Reserve.
March 2008 | March 2014 | |
Federal funds | 2.4 | 0.1 |
U.S. Treasury bills | 1.4 | 0.1 |
LIBOR | 2.7 | 0.15–0.3 |
Prime rate | 5.3 | 3.25 |
Broker call | 4.0 | 2.0 |
Commercial paper (nonfinancial) | 2.3 | 0.1 |
Money market mutual funds | 2.0–3.0 | 0.1 |
U.S. Treasury notes | 3.0 | 0.5–2.0 |
U.S. Treasury bonds | 4.0 | 2.75 |
There are several published sources of rates on debt instruments, including the Wall Street Journal, New York Times, and Barron's (in the “Market Week” section and at www.barrons.com/data).
EXHIBIT 4.4 Comparison of Rates on Debt Instruments (pre- and post-credit crisis) (in percent of annual interest)
Many companies have written policies that clearly define acceptable risks, instruments, and maturities for investments. Such policies should reflect the appropriate profile on risk and expectations on return. The purpose of these policies is to protect the company against bad investment decisions and the possible loss of principal. This is not a trivial issue due both to the large amounts at risk and to catastrophic losses experienced by apparently “safe” money managers.11
A committee made up of the board of directors and financial managers will normally draft an investment policy. Exhibit 4.5 outlines the issues that an investment policy should address. The typical policy will limit short-term investments to certain classes of securities, such as highest-rated U.S. Treasury instruments and commercial paper (A-1 by Moody's and P-1 by Standard & Poor's). These are particularly important in the context of the collapse of Bear Stearns in 2008 and the possibility of the loss of invested funds.
Investment objective | What is the company's acceptable level of risk and yield? How important is yield, given the safety of principal and liquidity? |
Investment authority | Who is authorized to implement the investment policy and make investments on behalf of the company, and to what limits and in which instruments? |
Audit trails | What type and frequency of reporting and audit trails will be available to monitor compliance with the investment policy? |
Permitted or restricted instruments | Which investment instruments are permitted or prohibited in the portfolio? What is the accepted credit quality and marketability? |
Maturity | What maturities are acceptable in terms of risk and liquidity? |
Diversification of investments | What are the allowable positions in different types of investments, with regard to issuers, industry, and the country of the issuer? |
Securities dealers | Who are the acceptable dealers with whom the company is prepared to deal? In what amounts? |
Safekeeping | What custodial arrangements are required, both to safeguard the company's investment and to facilitate audit requirements? |
EXHIBIT 4.5 Investment Policy Issues
Financial managers have a sequence of decisions when short-term liquidity requirements do not match cash from operations and bank accounts. These involve: (1) developing a short-term forecast; (2) preparing a cash budget; and (3) arranging for a line of credit or other financing for temporary cash deficiencies or investing any excess cash in securities with short-term maturities.
Various techniques are available to prepare short-term forecasts; our focus in this chapter was on the distribution method, which uses day-of-the-week and day-of-the-month factors. Cash budgeting restates accrual accounting data to cash accounting terms and then determines the beginning and ending cash for each forecast period. Lines of credit (and other financial arrangements) provide temporary sources of cash during expected deficiencies. Various short-term investment alternatives offer opportunities to earn returns on excess cash, with the choice based on yield, risk, and the effort required to make and manage the investment.