Start With the Use of Funds
A financing decision begins with two questions: what is the money for, and when will the need end? A business may need cash to bridge the time between paying suppliers and collecting from customers, to acquire equipment, to purchase another business, or to preserve liquidity for an unexpected event. Those uses differ in duration, predictability, and the way they may generate cash to repay financing.
A useful first classification is not “debt or equity,” but temporary or sustained need, planned or uncertain need, and operating or investment use. A source can appear inexpensive and still be a poor fit if it must be repaid before the use produces cash or if it may not be available when a contingency occurs.
Four Common Funding Uses
The categories below are a practical starting point. A real financing plan may combine sources, and the best fit depends on the firm’s cash flows, contractual terms, access to capital, and uncertainty.
| Funding use | Typical timing feature | Sources that may fit | Key concern |
|---|---|---|---|
| Working capital | Often temporary or seasonal; cash is tied up in inventory or receivables | Operating cash, supplier credit, a short-term loan, or a revolving facility | Whether collections arrive before repayment is due |
| Long-lived assets | Benefits and cash flows may extend over several years | Longer-term borrowing, a lease, or long-term capital | Debt may mature well before the asset generates its expected cash |
| Acquisitions | Large, planned outlay; benefits may develop over time | A combination of longer-horizon financing and, where needed, temporary bridge funding | Integration, valuation, and the time required for expected benefits to emerge |
| Contingency reserves | Need is uncertain; funds or access may be needed quickly | Cash reserves or a committed liquidity facility | Whether funds are genuinely available during the adverse event |
Working capital supports ordinary operations. For example, a company may pay for materials weeks before its customer pays the invoice. A short-duration source can suit this gap if the amount and timing are reasonably predictable. A seasonal need can last only a few months but recur each year; recurring use does not make it automatically safe to rely on a facility that may be withdrawn or unavailable at renewal.
Long-lived assets, such as production equipment, usually provide benefits over multiple years. Financing that is repayable over a similar period can reduce the risk that a large principal amount comes due before the asset has generated sufficient cash. This is a general matching principle, not a guarantee that a longer-term source is always preferable: cost, flexibility, security requirements, and the firm’s ability to service payments still matter.
Acquisitions may require substantial funds immediately even though the expected benefits arrive gradually. A temporary bridge source may cover the interval until longer-term funding is arranged, but it introduces a deadline: the firm needs a credible repayment or replacement plan before the bridge matures. Funding the entire acquisition with short-term borrowing can leave the business exposed to refinancing risk.
Contingency reserves address uncertain future cash needs, such as a hypothetical interruption to operations or an unexpected repair. Cash on hand is immediately accessible but may have an opportunity cost. A committed facility may preserve access without drawing the full amount, but its availability depends on its contractual terms and any conditions for drawing. An uncommitted expectation of future borrowing is not equivalent to a reserve.
Why Maturity Matching Matters
Suppose a business buys equipment that is expected to generate cash over several years but funds the full purchase with a loan due in one year. At the maturity date, the business must repay the loan, sell assets, use other cash, or refinance. If operating cash has not accumulated enough, refinancing becomes necessary. It may be unavailable or more expensive at that time. This is the basic reason to consider the use’s cash-flow horizon alongside the financing maturity.
For a short-term loan with a fixed principal, an annual simple interest rate, and a fee charged once on the amount borrowed, the financing cost over a fraction of a year can be calculated directly. This calculation assumes the principal remains outstanding throughout the period, interest is not compounded, the fee is paid once, and there are no other charges.
Here \(P\) is the amount borrowed, \(r\) is the annual simple interest rate, \(t\) is the borrowing period in years, and \(F\) is the fee. The interest term follows from the definition of simple interest: each year’s interest is \(Pr\), so a fraction \(t\) of a year accrues \(Prt\). Add the fee once because it is charged once, not multiplied by the borrowing period. If a stated fee is a percentage \(f\) of the amount borrowed, then \(F=Pf\). This formula does not apply unchanged to compounding interest, fees assessed periodically, changing principal balances, or other payment schedules.
Worked Example: Comparing Two Sources for a Seasonal Cash Gap
A hypothetical retailer needs $420,000 for three months to pay suppliers before expected customer collections. Facility A charges 6.0% annual simple interest and a one-time fee of 0.4% of the amount drawn. Facility B charges 8.0% annual simple interest with no fee. Assume the full principal remains outstanding for exactly three months, there are no other charges, and each facility is available for the required period. Compare total costs.
Method. Convert the period to years: \(t=3/12=0.25\). For Facility A, the interest is \(420{,}000(0.06)(0.25)=6{,}300\) dollars. Its fee is \(420{,}000(0.004)=1{,}680\) dollars. Therefore, total cost is \(6{,}300+1{,}680=\$7{,}980\).
For Facility B, interest is \(420{,}000(0.08)(0.25)=8{,}400\) dollars. There is no fee, so total cost is \(\$8{,}400\). Facility A costs \(\$8{,}400-\$7{,}980=\$420\) less, under the stated assumptions.
Check. The lower rate does not by itself determine the lower-cost facility: Facility A’s fee is included, and its total remains below Facility B’s. A common mistake is to omit the fee or to treat 0.4% as an annual rate rather than a one-time charge on the amount drawn.
Apply the Match to Each Use
The following process keeps the decision focused on the need rather than on a source’s headline rate alone.
State the purpose, amount, and whether the need is operating, investment-related, acquisition-related, or precautionary.
Identify when the funds are expected to be released or what cash flows could support repayment. Separate an expected date from a guaranteed date.
Compare when the source can be drawn, when repayment is due, and whether renewal or replacement is assured.
Include interest, fees, repayment requirements, draw conditions, and the cost of holding unused funds where relevant.
Ask what happens if collections are late, an asset produces less cash than expected, or a contingency coincides with reduced access to financing.
Worked Example: Long-Lived Equipment and a Short Maturity
A hypothetical manufacturer plans to buy equipment for $1,200,000. The equipment is expected to support production for six years. A proposed one-year loan would fund the entire purchase. For a simplified first-year liquidity check, assume the equipment supports $300,000 of cash available for repayment at the end of year one, and ignore interest, taxes, and other cash flows. Calculate the principal not covered by that cash and identify the financing issue.
Method. The loan principal due is $1,200,000. The assumed cash available for repayment is $300,000. The uncovered amount is \(\$1{,}200{,}000-\$300{,}000=\$900{,}000\).
The one-year maturity arrives while the equipment is expected to remain useful for another five years. Under the simplified assumptions, the manufacturer must find $900,000 from another source at the end of year one. That is refinancing exposure, not proof that the loan is impossible or always inappropriate. A credible committed refinancing plan could change the assessment, but relying on uncertain future borrowing would leave a material risk.
Check. The calculation uses the cash available by the maturity date, not the equipment’s full six-year expected contribution. A common mistake is to treat the asset’s long useful life as if it automatically repays a loan due after one year.
Worked Example: Bridge Funding for an Acquisition
A hypothetical company needs $900,000 for four months to complete an acquisition while arranging longer-horizon funding. Source A charges 8.0% annual simple interest plus a fixed $1,500 fee. Source B charges 7.0% annual simple interest plus a one-time fee of 0.8% of the amount borrowed. Assume repayment after exactly four months, a constant principal, no compounding, and no other charges. Which has the lower cost, and by how much?
Method. The term in years is \(t=4/12=1/3\). Source A’s interest is \(900{,}000(0.08)(1/3)=\$24{,}000\). Adding the fixed fee gives \(\$24{,}000+\$1{,}500=\$25{,}500\).
Source B’s interest is \(900{,}000(0.07)(1/3)=\$21{,}000\). Its fee is \(900{,}000(0.008)=\$7{,}200\). Total cost is \(\$21{,}000+\$7{,}200=\$28{,}200\).
Source A is lower by \(\$28{,}200-\$25{,}500=\$2{,}700\). The result compares the stated four-month costs only; it does not establish which source is more suitable if availability, repayment conditions, or other terms differ. A common mistake is to calculate Source B’s percentage fee as $900 rather than 0.8% of $900,000, which is $7,200.
Worked Example: Preserving Access for a Contingency
A hypothetical service company wants access to $500,000 for an uncertain emergency. A bank offers a committed facility with a 0.6% annual commitment fee on the full undrawn amount. Assume the company does not draw on the facility during the year and there are no other charges. Calculate the annual fee and explain what the fee purchases.
Method. The undrawn commitment is $500,000, so the annual fee is \(500{,}000(0.006)=\$3{,}000\). The company pays $3,000 for the year even though it draws no principal, under the stated fee arrangement.
The fee buys contractual access subject to the facility’s terms; it does not mean the company has $500,000 in cash or that every possible draw will be unconditional. The firm should check draw conditions and whether the facility remains available during the type of disruption it is meant to cover. A common mistake is to count an undrawn commitment as cash already held, or to calculate the fee on a hypothetical drawn amount when the stated fee applies to the undrawn commitment.
Common Matching Errors
- Choosing by headline rate alone. A lower rate may be offset by fees, while a low initial rate may not describe the full financing period.
- Confusing asset life with repayment capacity. An asset expected to last many years does not itself provide cash to repay a loan before maturity.
- Assuming renewal is certain. A short-term facility that has to be renewed exposes the borrower to changes in availability, terms, and market conditions.
- Treating a reserve as a forecast. Contingency funding addresses uncertain events; its value depends on accessibility when needed, not merely on the planned amount.
- Ignoring the source’s conditions. A facility may have limits, draw requirements, or other terms that affect whether it can serve the intended use.
The practical lesson is to assess purpose, duration, repayment path, availability, and total cost together. Working capital often calls for flexible short-term funding; long-lived assets and acquisitions often require a plan that can support a longer repayment horizon; and contingencies call for dependable access. These are starting points for analysis, not mechanical rules. This framework is aligned with the SOA VEE Accounting and Finance syllabus.
Check Your Understanding
For each problem, classify the use and apply the stated assumptions. Money answers are rounded to the nearest cent where needed.
- A hypothetical wholesaler needs $250,000 for two months. Source A charges 9.0% annual simple interest and a one-time 0.2% fee; Source B charges 10.0% annual simple interest with no fee. Assume constant principal and no other charges. Which source costs less, and by how much? (Answer: Source A costs $4,250.00; Source B costs $4,166.67, so Source B costs less by $83.33.)
- A hypothetical plant buys equipment for $800,000 using a one-year loan. At the end of that year, $180,000 is available for repayment from the project. Ignore interest and all other cash flows. How much principal remains uncovered at maturity, and what risk does this indicate? (Answer: $620,000 remains uncovered; the mismatch creates refinancing exposure.)
- A hypothetical company must keep access to $500,000 for a possible disruption. A committed facility charges a 0.6% annual fee on the undrawn commitment. If it remains undrawn for four months, what is the fee under simple proportional timing? (Answer: $1,000.00.)
- A hypothetical firm needs $600,000 for three months to build inventory before a known customer payment. It can use a short-term facility with repayment due after three months, or a four-year loan with a higher total borrowing cost. What facts should it compare before choosing, and what feature makes the short-term source potentially suitable? (Answer: Compare full costs, fees, availability, repayment terms, and cash-flow timing; the short-term source may fit because the need is temporary and the expected collection precedes or coincides with repayment, provided that collection timing is reliable.)
- A hypothetical acquisition requires $1,500,000 immediately, while expected benefits are projected to accrue over five years. A bridge loan matures in six months. State the central matching concern and one condition that would reduce, but not eliminate, it. (Answer: The bridge matures well before the expected benefit horizon, creating refinancing exposure; a credible, sufficiently available longer-horizon repayment or replacement plan would reduce the concern.)