What Does the Home Loan Calculator Show?
The calculator displays:
- Estimated payment for the selected frequency
- Original home-loan amount
- Number of scheduled payments
- Total interest across the loan term
- Total amount repaid
- Interest as a percentage of the loan
- Annual repayment equivalent
If you need to explore unsecured borrowing instead, use the Personal Loan Calculator Malta. For a more general repayment comparison that supports different payment frequencies, visit the Loan Calculator Malta.
Information Required
Start by entering the amount you intend to borrow. This is the loan principal, not necessarily the property’s full purchase price. Your deposit and any amount paid independently are excluded.
Enter the nominal annual interest rate quoted by the lender. A small rate difference can substantially change the cost of a large loan held for many years.
Next, select the loan term in years. A longer term can reduce each instalment, but it normally increases the total interest because the balance remains outstanding for longer.
Finally, choose the payment frequency. The displayed example uses monthly repayments.
Select Calculate to view the results or Reset to clear the fields.
Home-Loan Repayment Formula
For a fixed-rate repayment illustration, the periodic payment is calculated using the amortisation formula:
Payment = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1)
Where:
- P is the principal borrowed
- r is the interest rate per payment period
- n is the total number of payments
For monthly payments, the annual interest rate is divided by 12 and the loan term is multiplied by 12.
The formula assumes regular equal repayments and a rate that remains unchanged. A variable interest rate, payment holiday, overpayment or lender-specific adjustment can produce a different schedule.
Example Using the Displayed Values
The calculator screenshot uses:
- Home-loan amount: €250,000
- Annual interest rate: 3.50%
- Loan term: 25 years
- Payment frequency: Monthly
Step 1: Calculate the Number of Payments
A 25-year term with 12 monthly payments per year produces:
25 × 12 = 300 payments
The calculator therefore displays 300 scheduled repayments.
Step 2: Convert the Annual Rate
Convert 3.50% to decimal form:
3.50% ÷ 100 = 0.035
Now divide by 12 to obtain the monthly rate:
0.035 ÷ 12 = 0.002916667
This equals approximately 0.2917% per month.
Step 3: Calculate the Monthly Payment
Insert the values into the repayment formula:
€250,000 × 0.002916667 × (1.002916667)³⁰⁰ ÷ ((1.002916667)³⁰⁰ − 1)
The estimated monthly payment is:
€1,251.56
This amount combines principal repayment and interest. During the earlier part of an amortising loan, a larger share generally goes towards interest. As the outstanding balance falls, more of each instalment goes towards principal.
Step 4: Calculate Total Repayment
The calculator uses the unrounded periodic result across all 300 payments:
Total repayment = €375,467.68
Multiplying the visibly rounded €1,251.56 by 300 may create a small difference. That happens because the calculator retains additional decimal precision before rounding the final displayed totals.
Step 5: Calculate Total Interest
Subtract the amount borrowed from the total repayment:
€375,467.68 − €250,000 = €125,467.68
The estimated total interest over 25 years is therefore €125,467.68.
Step 6: Calculate the Interest Percentage
Compare the total interest with the original principal:
€125,467.68 ÷ €250,000 × 100 = 50.19%
The interest paid across the full term is approximately 50.19% of the amount borrowed.
The annual repayment equivalent is €15,018.71. This figure is calculated using the unrounded monthly repayment, which explains why multiplying €1,251.56 by 12 can differ by one cent.
How the Rate and Term Affect Your Loan
An interest rate should not be considered in isolation. The term determines how long interest can accumulate.
A shorter term usually creates higher regular repayments but lowers total interest. A longer term can make the scheduled instalment more manageable, although the total borrowing cost may rise considerably.
Use the Mortgage Calculator Malta to test property-financing scenarios. You can also review a lender-specific illustration using the HSBC Home Loan Calculator Malta, but any lender’s final quotation and conditions take priority over an independent calculation.
Costs Not Included in the Example
The €1,251.56 result is based on the entered principal, rate and term. It may not include:
- Bank arrangement or processing fees
- Property valuation fees
- Notarial and legal expenses
- Insurance costs
- Account-related charges
- Variable-rate changes
- Late-payment charges
- Early-repayment costs
- Government taxes or duties
Check the APRC when comparing offers. Unlike the nominal interest rate, APRC is intended to reflect the annual cost of credit more broadly, including applicable charges.
Before Applying for a Home Loan
Compare the calculated payment with stable household income and essential monthly expenses. Leave room for maintenance, insurance, utilities and unexpected costs rather than treating the maximum affordable payment as a target.
A calculator cannot assess employment stability, credit history, deposit requirements, property valuation or lender affordability rules. Review the written quotation and repayment schedule before committing.
You can access other Malta-focused financial tools through Malta Calculators. Independent information about home loans and comparing proposals is also available from the MFSA.
Frequently Asked Questions
Q:1 Is this an official bank home-loan calculator?
A: No. It is an independent planning tool. A lender determines the approved amount, interest rate, APRC, fees and repayment conditions.
Q:2 How is the €1,251.56 monthly payment calculated?
A: It uses a €250,000 principal, a 3.50% nominal annual rate, 300 monthly payments and the standard amortisation formula.
Q:3 Why is the total interest €125,467.68?
A: The calculator subtracts the €250,000 principal from the estimated €375,467.68 total repayment.
Q:4 Does a longer loan term reduce the cost?
A: It may reduce each scheduled payment, but it generally increases total interest when the rate and amount remain unchanged.
Q:5 Does the result include bank fees and property expenses?
A: No. Fees, insurance, valuation, legal costs, taxes and other charges may need to be added separately.
Q:6 What is the difference between interest rate and APRC?
A: The interest rate measures interest charged on borrowing, while APRC is designed to represent the broader annual cost, including applicable fees.
Q:7 Is the calculated amount guaranteed?
A: No. It is an estimate based on the values entered and does not guarantee eligibility, approval or a specific lender offer.