What Is Debt?
Debt arises when one party borrows money from another with an agreement to repay it, typically with added interest. The most widespread sources are institutional loans: mortgages, auto loans, student loans, personal loans, and credit cards. When you accept a loan, you commit to returning the principal plus accrued interest by a specified date. The loan's term, interest rate, and compounding frequency determine how much you ultimately owe.
Understanding debt structure is essential because different loans behave differently. A credit card charging 18% APR compounds monthly, while a mortgage at 4% compounds across a 30-year amortization. The total cost depends not only on the rate but also on how quickly you pay down the balance.
Debt Repayment Strategies
Four primary approaches exist for managing multiple debts:
- Minimum payments: Pay only the required monthly amount on each debt. This method maximises total interest paid and extends your payoff timeline, but requires minimal monthly discipline.
- Debt snowball: Pay minimums on all debts, then direct extra funds to the smallest balance first. Once the smallest debt vanishes, roll that payment into the next target. Psychologically rewarding but mathematically inefficient.
- Debt avalanche: Pay minimums on all debts, then attack the highest interest rate first. This method minimises total interest and accelerates payoff, but requires patience on high-balance accounts.
- Consolidation: Combine multiple debts into a single loan at one rate. Simplifies bookkeeping and can reduce interest if the new rate is lower, though origination fees may offset savings.
How the Calculator Works
The calculator aggregates your debt portfolio and applies each strategy to estimate total interest, effective APR, and months to payoff. It compounds interest monthly on each debt, applies your payments according to the chosen strategy, and simulates month-by-month until all balances reach zero. For consolidation, it factors in any upfront fees and recalculates based on the new loan's term and rate.
Total Debt = Sum of all debt balances (Debt₁ + Debt₂ + ... + Debt₆)
Total Monthly Payment = Sum of all minimum payments (Pmt₁ + Pmt₂ + ... + Pmt₆)
Effective Debt APR = Weighted average APR based on balances and rates
Interest Charged = Total amount paid − Total Debt
Payoff Time = Number of months until all balances = £0
Debt balance— Outstanding balance on each loan or credit accountInterest rate (APR)— Annual Percentage Rate charged on the debtMinimum payment— Required monthly payment amountConsolidation rate— APR of the new consolidation loanPrepaid fee— Upfront origination or closing cost (if applicable)
Common Pitfalls and Considerations
Avoid these mistakes when evaluating your repayment strategy.
- Ignoring rising interest rates — If any of your debts carry variable rates (common on credit cards), your monthly interest charge can spike unexpectedly. Always request the worst-case rate or current offer terms before committing to a payoff timeline.
- Underestimating consolidation fees — A consolidation loan often charges origination, appraisal, or closing fees (1–5% of the loan amount). Verify the all-in cost: sometimes the new monthly payment saves money, but fees make the total cost higher. Run both scenarios.
- Overstating extra payment capacity — Your calculator input should reflect realistic monthly capacity. Life happens—medical bills, job loss, home repairs. A strategy requiring large extra payments may fail within months. Choose a sustainable tier.
- Forgetting the new debt risk — Consolidation creates one large debt. If you continue old spending habits, you'll owe both the consolidated loan and new charges. Budget discipline matters more than the strategy itself.
Using This Calculator
Enter the number of debts (2–6) and provide each debt's balance, annual interest rate, and your current minimum monthly payment. If considering consolidation, also enter the loan's interest rate and any upfront fees. The calculator will instantly show payoff timelines and total interest for all four strategies, allowing direct comparison.
The simulation assumes you maintain your stated payments or higher. If you plan to reduce payments, the timeline will extend and interest will increase. Monthly minimum payments are modelled as gradually decreasing once balances drop, simulating typical amortization. Fixed-rate debt products (mortgages, car loans) and variable-rate products (credit cards) are both supported.