Metrobank Credit Card Balance Transfer Calculator

What is a balance transfer?

A balance transfer is when you move a debt from one credit card to another, typically to a card with a 0% introductory APR (Annual Percentage Rate) period. This allows you to pay off the debt without accruing interest for a set period.

Balance transfers are popular among cardholders because they can help reduce interest charges and save money. However, they come with fees and require careful planning to avoid falling back into debt.

How balance transfers work

When you transfer a balance, the issuer of your new card charges a balance transfer fee, typically 3-5% of the transferred amount. The transferred balance is then added to your new card's limit, and you have a set period (usually 12-21 months) to pay it off without interest.

If you don't pay off the balance within the promotional period, you'll be charged interest at the card's regular APR. It's important to create a repayment plan to avoid this.

Metrobank's balance transfer offers

Metrobank offers competitive balance transfer rates and promotional periods. Their current offers typically include:

• 0% introductory APR for 12-21 months on balance transfers
• Balance transfer fee of 3-5% of the transferred amount
• No annual fee for the first year
• Rewards program for cardholders

Check Metrobank's website for the most current offers and terms.

Using the calculator

Our balance transfer calculator helps you estimate the costs and savings of transferring your balance to Metrobank's credit card. Simply enter your current balance, the balance transfer fee percentage, and the promotional APR to see your estimated savings.

Example calculation

Let's say you have a balance of $5,000 and you transfer it to Metrobank's card with a 3% balance transfer fee and a 0% introductory APR for 18 months. Here's how the calculation works:

If you pay off the balance within the promotional period, you'll save on interest charges compared to your current card. The calculator will show you the estimated savings based on your current interest rate.