Optional. Added to total borrowing cost but not financed into the scheduled instalments.
Estimate only; compare the lender’s APRC, fees, repayment schedule and final credit agreement before borrowing.
What Is the Personal Loan Calculator Malta?
A personal loan normally provides a lump sum that is repaid through regular instalments. Each instalment contains part of the principal and part of the interest charged on the outstanding balance.
The calculator displays:
- Estimated periodic payment
- Total scheduled repayments
- Total interest
- One-time lender fee
- Total borrowing cost
- Number of payments
- Cost above principal
The lender fee is added to the overall borrowing cost in this calculator. It is not financed through the scheduled instalments.
For a more general repayment calculation, the Loan Calculator Malta can be used separately.
Information Required by the Calculator
Enter the principal you plan to borrow in the loan amount field.
Next, enter the nominal annual interest rate as a percentage. A rate of 4.5% should be entered as 4.5, not as 0.045.
Add the repayment term in years and select the payment frequency. The screenshot uses monthly payments, providing 12 payments per year.
Enter any one-time lender fee separately. The fee affects the total borrowing cost but does not change the displayed monthly instalment.
Press Calculate to display the breakdown or Reset to clear the entered values.
Formula Used for the Repayment
For a fixed-rate amortising loan, the periodic payment is calculated using:
Payment = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1)
Where:
- P is the loan principal
- r is the interest rate for each payment period
- n is the total number of repayments
For monthly payments:
Monthly rate = Annual nominal rate ÷ 12 ÷ 100
Number of payments = Loan term in years × 12
The formula produces a broadly level payment. At the beginning, more of each payment usually represents interest. As the outstanding balance falls, more goes toward repaying principal.
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 a monthly payment of €186.43 and a total borrowing cost of €11,225.81.
Step 1: Calculate the Monthly Interest Rate
Convert the annual percentage into decimal form:
4.5% ÷ 100 = 0.045
Divide it across 12 monthly periods:
0.045 ÷ 12 = 0.00375
The monthly interest rate used by the formula is therefore 0.00375, equivalent to 0.375%.
Step 2: Calculate the Number of Payments
The term is five years with 12 payments each year:
5 × 12 = 60 payments
The calculator displays:
Number of payments = 60
Changing the payment frequency would change both the periodic rate and number of scheduled payments.
Step 3: Calculate the Monthly Payment
Insert the principal, monthly rate and 60-payment term into the amortisation formula:
Payment = €10,000 × 0.00375 × (1.00375)⁶⁰ ÷ ((1.00375)⁶⁰ − 1)
The resulting monthly payment is approximately:
Estimated monthly payment = €186.43
The displayed amount is rounded to cents. The calculator retains greater precision when calculating totals, so multiplying the rounded €186.43 by 60 may produce a small difference from the displayed total repayments.
Step 4: Calculate Total Scheduled Repayments
Using the unrounded periodic payment across all 60 instalments, the calculator displays:
Total scheduled repayments = €11,185.81
This amount contains both the €10,000 principal and the interest charged throughout the five-year term.
Step 5: Calculate Total Interest
Subtract the amount originally borrowed from the scheduled repayments:
€11,185.81 − €10,000 = €1,185.81
The calculator therefore displays:
Total interest = €1,185.81
This assumes that the interest rate and repayment schedule remain unchanged and every payment is made as planned.
Step 6: Add the One-Time Lender Fee
The entered fee is:
One-time lender fee = €40.00
It is added to the total scheduled repayments:
€11,185.81 + €40 = €11,225.81
The total borrowing cost is therefore:
€11,225.81
Because the fee is not financed, it does not increase the €186.43 monthly payment in this example.
Step 7: Calculate the Cost Above Principal
Subtract the €10,000 principal from the full borrowing cost:
€11,225.81 − €10,000 = €1,225.81
The displayed cost above principal is:
€1,225.81
This consists of €1,185.81 in interest plus the €40 lender fee.
How the Loan Term Changes the Cost
A shorter term normally produces a higher monthly payment but less total interest. A longer term can reduce the monthly instalment while increasing the time during which interest is charged.
When comparing terms, consider both affordability and total cost. Selecting the lowest monthly payment without reviewing the final amount may lead to substantially higher borrowing costs.
Users considering finance connected with a property purchase should use the Home Loan Calculator Malta, which is designed for a different type of borrowing scenario.
Nominal Rate Versus APR
The nominal interest rate is used to calculate the scheduled instalments. It may not reflect every cost associated with the loan.
APR is intended to help consumers compare personal borrowing by considering interest and applicable charges. A loan with a lower nominal rate can still cost more if it carries significant fees.
Compare offers using the same loan amount, term and payment frequency. Check whether application fees, account charges, insurance or early-repayment costs apply.
Official consumer information about personal loans and comparing borrowing costs is available from the MFSA.
Additional Malta-focused calculators are available through Malta Calculators.
Frequently Asked Questions
Q:1 How is the €186.43 monthly payment calculated?
A: It uses the €10,000 principal, a monthly rate derived from 4.5% annually and a term of 60 payments.
Q:2 Why does the rounded payment not multiply exactly to the displayed total?
A: The calculator uses the unrounded payment internally and rounds the visible monthly amount to cents.
Q:3 Does the €40 fee increase the monthly instalment?
A: No. In this example it is added to the total borrowing cost but is not financed through the instalments.
Q:4 What is included in the €1,225.81 cost above principal?
A: It includes €1,185.81 of scheduled interest and the €40 lender fee.
Q:5 Is the nominal interest rate the same as APR?
A: Not necessarily. APR can account for applicable fees and other borrowing costs.
Q:6 Is this result a lender quotation?
A: No. Approval, rates, fees and repayments must be confirmed by the lender.
Q:7 Can the actual borrowing cost differ?
A: Yes. Variable rates, late payments, additional charges, early repayment and contract terms may change the final cost.