The worked example, line by line
Setup: $300 extra a month, $6,000 of debt at 24% APR, $2,000 of monthly essential expenses, $500 already saved. Minimum payment $150 a month, paid in both strategies.
Line 1 — Strategy A, debt-first. Payment $450 a month ($150 minimum + $300 extra). Month by month the balance falls: interest is 2% of the balance each month, the rest cuts principal. After 15 full $450 payments a smaller final payment clears the rest, in month 16.
Line 2 — Strategy A totals. Debt-free in 16 months, total interest $1,049.04, total paid $7,049.04.
Line 3 — Strategy B, fund-first. The $1,500 shortfall ($2,000 goal minus $500 saved) takes 5 months at $300 a month, while the debt gets only its $150 minimum and keeps accruing 2% monthly interest. Then $450 a month clears the debt in 16 more months.
Line 4 — Strategy B totals. Debt-free in 21 months (5 + 16), total interest $1,584.71. The safety net costs $535.68 extra interest and 5 extra months.
Line 5 — the verdict rule. At 24% APR, debt-first wins on interest by $535.68. The standard exception: a $1,000 starter fund first (here, $500 more to save) takes 2 fund months and 16 debt months, 18 months total, $1,228.57 interest — only $179.53 more than debt-first. That is the cheap version of safety; the full one-month fund is the expensive one.
Output · formula · meaning
| Output | Formula | What it means |
|---|
| Months to debt-free (debt-first) | amortize balance at APR ÷ 12, paying $150 + extra monthly | 16 months at the defaults — the fastest finish with this cash. |
| Interest, debt-first | total paid − starting balance | $1,049.04 at the defaults; every month of delay at 24% adds roughly $100 of interest early on. |
| Months to fund goal (fund-first) | (expenses − fund saved) ÷ extra, rounded up | 5 months at the defaults ($1,500 ÷ $300); the debt still gets its $150 minimum meanwhile. |
| Interest, fund-first | interest during fund months + interest during debt months | $1,584.71 at the defaults — $535.68 more than debt-first, the price of holding cash while a 24% debt runs. |
| Extra interest of fund-first | fund-first interest − debt-first interest | $535.68 at the defaults. Compare this number, not the months, when deciding. |
Who uses this
- The cardholder with one big balance: owes $6,000 at 24% and keeps hearing opposite advice — runs both plans and sees the fund-first plan costs $535.68, not a vague “a lot.”
- The new budgeter: has $500 saved and $300 spare a month — checks whether a $1,000 starter fund (18 months, $1,228.57) is a smarter compromise than the full one-month fund.
- The couple deciding together: one partner wants safety, the other wants the debt gone — puts the disagreement into months and dollars instead of arguing about principles.
- The financial coach: shows a client why the same $300 behaves so differently at 24% versus 12% APR, using the branch table below.
Accuracy & limitations
The model is a fixed-rate monthly amortization: interest each month is the balance times APR divided by 12, payments apply at month end, and the $150 minimum payment is an assumption stated here, not a quote from any lender — your real minimum (often interest plus 1% of balance) changes the months. It ignores fees, penalty APRs, variable rates, and new charges on the card; adding new spending while paying down extends both plans. It also assumes the emergency fund earns no interest and is not raided. Treat the outputs as a planning comparison, not a payoff promise from your lender.
Cite this calculatorBright Side Kit. “Pay Off Debt vs Emergency Fund: Where Extra $300 Goes.”
brightoolbox.com, 2026.
Bright Side Kit. "Pay Off Debt vs Emergency Fund: Where Extra $300 Goes." https://brightoolbox.com/debt-vs-emergency-fund/ Accessed October 24, 2026.Data sources- All figures computed in-page from the stated model: fixed APR, monthly compounding, $150 minimum payment, extra dollars as entered.
- Default scenario verified by month-by-month amortization: debt-first 16 months / $1,049.04; fund-first 21 months / $1,584.71.
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