Business overdraft vs term loan vs credit card

You need money for a few days, weeks, or months. Three options are usually on the table. This calculator ranks them on total cost — and shows the holding period at which the cheapest option flips.

What you need

$

Overdraft / line of credit

%
$
$
%

Term loan

%
%
%

Business credit card

Transaction type

Convenience checks, ATM advances, balance transfers — interest from day 1, plus a cash-advance fee. The realistic default for working-capital draws.

%
%
$

Cheapest option

Overdraft $2,500.00

Saves $719.18 vs term loan ($3,219.18) for $100,000 over 90 days. Effective APR: 10.14%.

Ranked cheapest to most expensive

#1 Overdraft

$2,500.00

10.14% effective APR

Interest
$2,000.00
Arrangement fee
$500.00

#2 Term loan

$3,219.18

13.06% effective APR

Interest
$2,219.18
Origination fee
$1,000.00

#3 Credit card

$9,410.96

38.17% effective APR

Interest
$6,410.96
Cash-advance fee
$3,000.00

Cheapest option, by holding period

DaysCheapest
7Overdraft
14Overdraft
30Overdraft
60Overdraft
90Overdraft(you are here)
180Overdraft
365Overdraft

Short holds favor the option with the smallest one-time fee. Long holds favor the option with the lowest rate. The flip point depends on your specific inputs.

What this calculator does

You have a working-capital need — payroll bridge, inventory buy, equipment down payment, customer-payment timing gap. Three options usually on the table:

Each option has a different cost shape — fixed setup fees that dominate short draws, daily interest that dominates long ones. The cheapest option flips depending on how long you actually hold the balance. The calculator computes total cost for each option at your specific holding period, then runs a sensitivity across common day thresholds (7 / 14 / 30 / 60 / 90 / 180 / 365) so you can see where the answer changes.

The math

Each option uses simple-interest accrual over the holding period — the right model for short-horizon working-capital draws on all three product types. One-time fees are added on top.

Effective APR for each option: total cost / amount × 365 / days × 100— same annualization across all three so they're directly comparable.

When each option tends to win

The cheapest option depends on your specific rates and fees, but there are predictable patterns:

What this calculator deliberately doesn't handle

Frequently asked questions

Which option wins on most short-term draws?

It depends on the rates, fees, and how long you'll hold the balance. For working-capital cash needs, the card is usually the worst option — most working-capital uses are cash advances (convenience checks, ATM advances, balance transfers), which charge interest from day 1 plus a 3–5% fee. The grace-period 'free money' case only applies to actual purchases when you paid your prior statement balance in full. For weeks-to-months draws, the overdraft typically wins because its interest rate beats card cash-advance APRs and the only fee is a smaller arrangement charge. For multi-month or year-long needs, term loans often win because the lower amortizing rate beats the OD rate by enough to overcome the origination fee. The sensitivity table on the calculator shows the flip points for your specific inputs.

Why is the term loan computed with simple interest instead of full amortization?

On a short-term draw against a multi-year term loan that you intend to pay off early, the bulk of the early period is interest on a near-full principal balance. Simple interest (principal × rate × days / 365) is a clean approximation for those first few months of an amortizing loan and slightly overstates the true interest — a conservative bias for the borrower. For loans you'll hold to term, use the dedicated effective APR calculator instead; it does full amortization with prepayment penalty and tax modeling.

When would I use a business credit card for a working-capital draw?

Be honest about the transaction type. If you're using the card to pay an actual vendor invoice and you'll clear the statement balance in full before the next due date, the purchase qualifies for the grace period — interest is zero, fees are zero. Set the calculator to 'Purchase' for that case. Most working-capital uses, however, are cash advances disguised as 'I'll just put it on the card': convenience checks, ATM advances, balance transfers from another card, payments to vendors who code the transaction as cash. All of those charge interest from day 1 and a 3–5% advance fee on top. Set the calculator to 'Cash advance' for that case. Outside the genuine purchase scenario, the card usually loses to an overdraft.

What's a typical origination fee on a business term loan?

Bank-originated SBA 7(a) loans: 0%–3.5%. Conventional bank term loans: 0.5%–2%. Online / fintech term loans (BlueVine, Funding Circle, OnDeck): 2.5%–5%. SBA 504: 0% on the SBA portion plus origination on the bank portion. Always read the term sheet — origination fees can be expressed as percent of principal, flat dollar amount, or stacked with closing costs that aren't called 'origination' but function the same way.

Should I include the prepayment penalty even if my loan agreement doesn't mention one?

Most national bank-originated business term loans don't carry prepayment penalties on amounts under $250K, but smaller community banks, credit unions, and some SBA-backed loans do. SBA 504 explicitly does for the first 10 years of the SBA portion. Set the field to 0 only if your specific loan disclosure says no prepayment penalty applies. If unsure, set 1-2% as a conservative placeholder; it'll show up in the comparison if it changes the answer.

Why doesn't the calculator factor in tax deductibility?

Business interest is generally tax-deductible on Schedule C (sole prop) or Form 1120 / 1065 (entity). The deduction reduces your effective cost by your marginal tax rate. Since the deduction usually applies similarly across all three options here, it doesn't change the ranking — it just shifts every option's cost by the same percentage. If you want the after-tax cost number, use the effective APR calculator on a single option, or multiply the totals here by (1 − marginal tax rate).

Sources and methodology

Day-count conventions (Actual/360 for US commercial, Actual/365 for TILA-disclosed amortizing loans) follow Federal Reserve H.15 Selected Interest Rates conventions. Industry framing on commitment fee accrual and facility-fee structures comes from the OCC Comptroller's Handbook on Loan Portfolio Management. Worked numbers come from the engine — re-runnable with your own inputs.

What to do next

  1. Open the overdraft cost calculator

    If overdraft is the winner, model your specific draw with full fee detail (commitment, unused-line, day-count basis).

  2. Open the effective APR calculator

    If term loan is the winner, the effective APR calc handles full amortization with origination, prepay, and tax modeling.

  3. Read how overdraft interest is calculated

    Understand the daily-accrual formula, day-count basis, and where each fee enters the all-in cost.

Also in this cluster

Have a question about this calculator?

Ask the assistant — covers when each option wins, fee structures, and how to read your term sheet. Free, no signup. Not financial advice.

Hi, I'm the PayoffMath assistant. I answer questions about loan-payoff math, how the calculators on this site work, and how to read the numbers — I'm not a financial advisor and I can't give you personal financial advice. For regulated decisions (taxes, securities, mortgage approval) talk to a licensed professional.