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Credit Card Balance Transfer Calculator

Enter your current balance, APR, and the new card's offer to see your exact interest savings and payoff timeline.

Updated July 2026 · Editorial standards

Interest saved by transferring
$1,597.31
Transfer fee
$150.00
Break-even
Month 2
Payoff (current card)35 moPayoff (after transfer)27 moTotal cost (current)$6,871.08Total cost (transfer)$5,273.76

Current Card

$
%
$

New Card Offer

%
mo
%

Key figures

Interest Saved
$1,597.31
Transfer Fee
$150.00
Payoff (current card)
35 mo
Payoff (after transfer)
27 mo

Transferring $5,000.00 saves you $1,597.31 in interest. The $150.00 fee pays for itself by month 2.Total cost on current card: $6,871.08. Total cost after transfer: $5,273.76.

Interest saved
$1,597.31
By KalkWiseVerified against official sources Updated July 2026

What is the credit card balance transfer calculator?

In short

Transferring a $5,000 balance at 22.99% APR to a card with a 3% fee and 18-month 0% intro period saves approximately $1,247 in interest — even after the $150 transfer fee. The fee breaks even within 2 months and the balance pays off 8 months faster.

This balance transfer calculator compares the total cost of keeping your current credit card balance versus transferring it to a new card with a 0% introductory APR. It accounts for the transfer fee, the intro period length, the post-promo APR, and your monthly payment to show your exact interest savings.

How to use this calculator

  1. 1Enter your current balance and the APR on your existing card.
  2. 2Enter your planned monthly payment — this should be enough to pay off the balance before or shortly after the promo period ends.
  3. 3Enter the new card's transfer fee (%), length of the 0% intro period, and the APR that applies after the promo ends.
  4. 4Review your interest savings, transfer fee, and both payoff timelines to decide whether the transfer is worth it.

The formula

P=B×(1+f)
savings=interestcurrent(fee+interesttransfer)
The calculator simulates two payoff paths month by month. On your current card it charges monthly interest at APR ÷ 12, subtracts your payment, and counts months to zero. On the transfer card it adds the upfront fee to the balance, charges 0% for the intro period, then switches to the post-promo rate. Savings = current-card total interest − (transfer fee + transfer-card total interest).
B
Current balance
f
Transfer fee rate (e.g. 0.03 for 3%)
r₀
Intro APR (usually 0%)
r₁
Post-promo monthly rate (APR ÷ 12)
P
Monthly payment

Worked example

The scenario

$5,000 balance at 22.99% APR, $200/month payment, 3% transfer fee, 18-month 0% intro, 19.99% post-promo APR.

gives

The result

Current card: pays off in 30 months, $1,397 total interest. Transfer card: $150 fee added, pays off in 28 months at 0% during promo, $5,150 total cost. Savings: $1,397 − $150 = $1,247. Break-even on the fee: month 2.

Common use cases

  • Deciding whether a specific balance transfer offer is worth taking.
  • Comparing multiple card offers with different fees and intro periods.
  • Planning a debt payoff strategy to minimize total interest paid.
  • Calculating how long the 0% period needs to be to justify the transfer fee.

Limitations & assumptions

  • Assumes a fixed monthly payment — if you pay minimums, payoff will take much longer.
  • Does not model new purchases on either card, which would increase the balance.
  • Post-promo APR is variable on most cards and may change — use a conservative estimate.
  • Balance transfer approval, credit limit, and fee details depend on the specific card offer.

Frequently asked questions

Yes, in most cases. On a $5,000 balance at 22.99% APR, a 3% fee ($150) saves $1,247 in interest over 18 months — an 8× return on the fee. The fee only isn't worth it if you can pay off the balance in 1–2 months without transferring.

Disclaimer: KalkWise calculators are provided for general informational and educational purposes only and do not constitute financial, investment, tax, or legal advice. Results are estimates based on the figures you enter and the assumptions described above. Actual outcomes will vary. Consult a qualified professional before making financial decisions.