Estimate only; compare the lender’s APRC, fees, repayment schedule and final credit agreement before borrowing.
What Is the Loan Calculator Malta?
The calculator applies a standard amortisation method in which the borrower makes broadly equal scheduled payments throughout the selected term.
Every payment contains:
- Interest charged on the outstanding balance
- Repayment of part of the principal
Earlier payments normally contain a larger interest portion. As the outstanding principal decreases, a greater proportion of each payment repays the amount borrowed.
The calculator displays:
- Equivalent scheduled amount per year
- Estimated periodic payment
- Total scheduled repayments
- Total interest
- One-time lender fee
- Total borrowing cost
- Number of payments
- Cost above principal
Borrowers looking specifically at unsecured personal finance can compare the result with the Personal Loan Calculator Malta.
Information Required by the Calculator
Enter the amount you intend to borrow.
Add the nominal annual interest rate as a percentage. Enter 4.5 for a rate of 4.5%, rather than entering its decimal equivalent.
Specify the loan term in years and select the payment frequency. The available frequency determines how many repayments are scheduled each year.
Finally, enter any one-time lender fee. In this calculator, the fee is added to the overall borrowing cost but is not financed through the periodic instalments.
Select Calculate to view the repayment breakdown or Reset to clear the fields.
Formula Used for Scheduled Payments
The periodic repayment is calculated using:
Payment = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1)
Where:
- P represents the principal
- r represents the interest rate per payment period
- n represents the total number of payments
For monthly payments:
Periodic rate = Nominal annual rate ÷ 12 ÷ 100
Number of payments = Loan years × 12
The formula assumes a stable interest rate and repayments made according to schedule.
Step-by-Step Example Using the Displayed Values
The screenshot contains these inputs:
- Loan amount: €10,000
- Nominal annual interest rate: 4.5%
- Loan term: 5 years
- Payment frequency: Monthly
- One-time lender fee: €40
The calculator displays:
- Monthly payment: €186.43
- Equivalent annual amount: €2,237.16
- Total scheduled repayments: €11,185.81
- Total interest: €1,185.81
- Total borrowing cost: €11,225.81
- Cost above principal: €1,225.81
Step 1: Convert the Annual Interest Rate
Convert 4.5% into decimal form:
4.5 ÷ 100 = 0.045
Divide the annual rate by 12 monthly periods:
0.045 ÷ 12 = 0.00375
The periodic rate used in the repayment formula is 0.00375, equivalent to 0.375% per month.
Step 2: Find the Number of Repayments
Five years of monthly instalments produces:
5 × 12 = 60 payments
The calculator therefore displays:
Number of payments = 60
A different frequency would change the number of payments and the interest rate applied to each period.
Step 3: Calculate the Monthly Payment
Insert the loan details into the amortisation formula:
Payment = €10,000 × 0.00375 × (1.00375)⁶⁰ ÷ ((1.00375)⁶⁰ − 1)
The calculated monthly instalment is approximately:
€186.43
The visible result is rounded to cents. Internally, greater precision may be retained when calculating totals.
Step 4: Calculate the Equivalent Annual Amount
The selected frequency provides 12 monthly payments each year.
Multiply the monthly payment using the calculator’s unrounded value:
Equivalent scheduled amount per year = €2,237.16
This annual figure is not an additional payment. It expresses approximately how much of the scheduled instalments fall within one year.
It can help when comparing the repayment obligation with annual income or household expenses.
Step 5: Calculate Total Scheduled Repayments
The calculator applies the unrounded monthly instalment across all 60 payments:
Total scheduled repayments = €11,185.81
Multiplying the displayed €186.43 by 60 gives a slightly different amount because €186.43 is rounded. The calculator’s total uses the more precise underlying payment.
Step 6: Calculate Total Interest
Subtract the €10,000 principal:
€11,185.81 − €10,000 = €1,185.81
The total scheduled interest is therefore:
€1,185.81
This represents interest over the entire five-year term, assuming the entered rate remains unchanged.
Step 7: Add the Lender Fee
The one-time lender fee is €40:
€11,185.81 + €40 = €11,225.81
The displayed total borrowing cost is:
€11,225.81
Because the fee is treated separately, it does not increase the €186.43 monthly instalment.
Step 8: Calculate Cost Above Principal
Subtract the original amount borrowed from the full cost:
€11,225.81 − €10,000 = €1,225.81
The cost above principal consists of:
- Total interest: €1,185.81
- Lender fee: €40.00
Combined:
€1,185.81 + €40 = €1,225.81
How Term and Frequency Affect Results
A shorter term generally increases each payment but reduces the time during which interest accumulates. A longer term may lower the regular instalment while increasing total interest.
Payment frequency can also change the periodic rate and scheduled amount. Compare scenarios using the same principal and nominal annual rate.
Do not select a longer term only because its periodic payment appears easier to manage. Review total scheduled repayments and cost above principal before deciding.
Nominal Rate and APRC
The nominal rate is used by this calculator to determine scheduled interest. It may not include every charge connected with the loan.
APRC is designed to reflect the wider annual cost of credit, including applicable fees. Two offers with the same nominal rate can therefore have different overall costs.
Consumers considering property finance should use the Home Loan Calculator Malta because home loans can involve longer terms and additional charges.
Before borrowing, compare the lender’s rate, APRC, fees, penalties, repayment schedule and early-settlement conditions. Consumer guidance about comparing loan costs is available from the MFSA.
Additional Malta calculators can be found through Malta Calculators.
Frequently Asked Questions
Q:1 How is the €186.43 monthly payment calculated?
A: It uses a €10,000 principal, a 4.5% nominal annual rate and 60 monthly payments.
Q:2 What is the €2,237.16 annual amount?
A: It represents the equivalent value of the scheduled monthly repayments over one year.
Q:3 Why does €186.43 multiplied by 60 differ slightly from the displayed total?
A: The monthly result is rounded, while the total uses the calculator’s more precise underlying payment.
Q:4 Does the €40 fee earn interest?
A: No. In this example it is added separately and is not financed through the instalments.
Q:5 What does cost above principal mean?
A: It is the combined interest and lender fee paid above the original €10,000 borrowed.
Q:6 Is the nominal rate the same as APRC?
A: Not necessarily. APRC can include applicable charges that are not reflected in the nominal rate.
Q:7 Is this result a guaranteed loan offer?
A: No. The lender must confirm approval, interest, charges and the final repayment schedule.