Debt Consolidation With User-Entered Rates
Consolidation monthly payment plus an apples-to-apples interest comparison at the current rate.
Calculate the consolidation monthly payment and compare total interest against the same payment applied at the current rate. Apples-to-apples comparison.
What this tool does
This calculator models a debt consolidation scenario by computing the monthly payment required under a new consolidation loan and comparing it to what you'd pay if you applied that same monthly amount to your existing debt at its current rate. Enter your total debt, current weighted interest rate, the proposed consolidation rate, and desired repayment term in years. The output shows your consolidated monthly payment, total interest paid under the consolidation path, total interest paid under the current-rate path, and the difference in months and interest between the two scenarios. This comparison illustrates how changes in interest rate and loan term affect repayment cost. The calculation assumes a fixed rate throughout the term and does not account for fees, payment timing variations, or changes to your existing debt structure.
Enter Values
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Formula Used
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Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
What this tool calculates
The calculator returns two figures from the same set of inputs. The first is the standard amortised monthly payment for a consolidation loan at the entered rate over the entered term. The second illustrates what occurs if the borrower makes that same monthly payment against the existing debt at its current rate — how long it would take to clear, and how much interest would accrue. The comparison shows the difference in total interest paid and the difference in months to clear, with both paths held at the same monthly outlay.
How the apples-to-apples comparison works
When evaluating consolidation, comparing a low-rate consolidation loan against the existing minimum payments on the existing debts introduces different rates and different payment levels simultaneously. This tool isolates the rate effect by holding the monthly payment constant. The consolidation monthly payment, computed by amortisation, is then projected forward as if it were the payment on the existing debt at the current rate. The difference in total interest indicates the rate-effect benefit; the difference in months shows the timeline benefit.
How term length changes the answer
The consolidation term is set directly. A longer term lowers the consolidation monthly payment but raises the total interest paid; a shorter term does the reverse. Re-running the calculator at multiple term lengths shows the trade-off in concrete numbers. The current-rate comparison adjusts automatically — at a smaller monthly payment (longer consolidation term), the existing debt at the current rate clears more slowly and accrues more interest.
What rate to enter for the current weighted rate
The current weighted rate is the balance-weighted average of the rates across the existing debts. For a single debt it is that debt's rate. For multiple debts it is each balance multiplied by its rate, summed, then divided by the total balance. Entering this figure produces the appropriate comparison; entering the highest rate or an arithmetic average rather than weighted average alters the result.
When the simulation refuses to run
If the consolidation monthly payment is at or below the monthly interest charge on the existing debt at the current rate, the existing debt does not amortise under that payment — the balance does not fall. The calculator detects this case and flags it explicitly rather than producing a misleading number. The consolidation side still computes a valid result, but the current-path comparison is reported as not amortising.
Where the simulation simplifies
The calculation is a clean two-path comparison at constant monthly payment. It does not include consolidation origination fees, balance transfer fees, prepayment penalties on the existing debts, or rate changes during the term. It also does not model the credit-score impact of opening a new loan and closing existing accounts. The figure shown represents the cost difference in steady state — fees and other one-off charges are calculated separately and may affect the overall consolidation decision.
Where to look next
The standard debt consolidation calculator handles the case where current monthly payment, term length, and origination fees are all known and need to be modelled together. The debt consolidation break-even calculator runs the simpler comparison of months to recover an upfront fee from a known monthly saving.
On a $30,000 balance, consolidating from 18% to 9% over 7 years estimates 482.67 as the consolidated monthly payment.
Inputs
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
Consolidation monthly payment via standard amortisation: M = B × r × (1+r)^N / ((1+r)^N − 1) at the consolidation rate over N months. Total consolidated interest = M × N − B. Current-rate comparison: solve for months to clear when paying the same monthly amount on the existing debt at the current rate. Total current-path interest = M × n_cur − B. Months saved = n_cur − N. Interest saved = current-path interest − consolidated interest. The simulation flags the case where the consolidation payment does not exceed the monthly interest charge on the existing debt at the current rate (no amortisation possible). All values computed at full precision and rounded only at display.
Frequently Asked Questions
Is a lower consolidation rate always cheaper than the existing debt?
What does the calculator do when the consolidation payment is too low to amortise the existing debt?
How should the current weighted rate be calculated?
What costs does the calculator not include?
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