The most standard monthly principal and interest calculation formula
Sapo: will help you manage your cash flow proactively, choose suitable loan options, and avoid long-term financial pressure.
▲Table of Contents
1. Why is it necessary to calculate monthly principal and interest?
Understanding how to calculate monthly principal and interest is very important because it helps borrowers clearly understand the actual amount they have to pay each period, including both principal and interest. Thanks to this, borrowers can be more proactive in financial planning and avoid being passive when payment is due.
Besides, understanding the monthly principal and interest amount also helps borrowers accurately assess their repayment ability before deciding to borrow to buy a house. This is especially important for long-term loans, as even a small difference in interest rates or terms can significantly affect the total cost to be paid.

Borrowers need to clearly understand how to calculate monthly principal and interest to know the actual amount to be paid. (Source: Collected)
Common methods for calculating principal and interest
Declining balance method
The method of calculating monthly principal and interest using the declining balance is a way that interest is calculated based on the remaining loan balance after each payment period. This means that as the borrower repays the principal, the amount of interest payable in subsequent months will decrease over time.
The basic formula commonly applied is:
Monthly payment amount = Fixed monthly principal + Interest calculated on the remaining balance.
Where, interest is calculated using the formula: Interest amount = Actual outstanding balance × number of days maintained × interest rate / 365.
Example: You borrow 60,000,000 VND for 6 months, with an interest rate of 10%/year, paid using the declining balance method.
Gốc mỗi tháng: 60.000.000 / 6 = 10.000.000 đồng
Tháng 1: lãi = 60.000.000 × 30 × 10% / 365 ≈ 493.150 đồng → Tổng trả tháng 1 = 10.000.000 + 493.150 = 10.493.150 đồng
Tháng 2: dư nợ còn 50.000.000 đồng lãi = 50.000.000 × 30 × 10% / 365 ≈ 410.958 đồng → Tổng trả tháng 2 = 10.000.000 + 410.958 = 10.410.958 đồng
Tháng 3: dư nợ còn 40.000.000 đồng lãi = 40.000.000 × 30 × 10% / 365 ≈ 328.767 đồng → Tổng trả tháng 3 = 10.000.000 + 328.767 = 10.328.767 đồng
Càng về sau, phần lãi càng giảm vì dư nợ giảm dần theo từng tháng, giúp người vay dễ thở hơn về mặt tài chính.

With this calculation method, the monthly interest portion will gradually decrease over time. (Source: Compiled)
2.2. Overdraft calculation
When applying the overdraft facility in monthly principal and interest calculation, interest is not calculated on the entire granted limit but only on the amount actually used. Additionally, the interest calculation period is also based on the number of days the amount actually incurs a debit balance, calculated from the withdrawal date to the payment date.
The advantage of this method is that the borrower only pays interest on the amount actually used, making it quite flexible for short-term financial management. Furthermore, the borrower can settle at any time to reduce the number of interest calculation days, instead of having a fixed repayment schedule like regular loans.
The formula for calculating overdraft interest is as follows:
Interest = Actual outstanding balance × interest rate / 365 × actual number of days used.
Example: You are granted an overdraft limit of 50,000,000 VND, with an interest rate of 12%/year, and you use 30,000,000 VND for 20 days.
Interest = 30,000,000 × 12% / 365 × 20 ≈ 197,260 VND
Thus, you only pay interest on the 30,000,000 VND actually used and for the exact 20 days of use, not on the entire 50,000,000 VND limit. This helps optimize borrowing costs if used wisely.
2.3. Comparison of the two methods
In the monthly principal and interest calculation method , the reducing balance method and overdraft have completely different operating mechanisms, leading to a clear difference in the amount of interest payable and cash flow management. Comparing the two methods helps borrowers clearly understand which form suits them better.
With the reducing balance method, borrowers pay a fixed principal and the interest will decrease over time as the outstanding balance decreases. This makes the repayment plan more stable and predictable, suitable for long-term home loans. Conversely, the overdraft method only calculates interest on the actual amount used and the number of days used, offering greater flexibility but making costs difficult to predict if transactions occur frequently.
Considering the usage purpose, a reducing balance is suitable for long-term borrowers who need financial stability, while overdraft is suitable for short-term needs and requires flexible capital rotation. Choosing the right method will help optimize loan interest costs and control finances more effectively.
3. Factors affecting the monthly payment amount
3.1. Loan interest rate
Loan interest rate is a factor that directly impacts how to calculate monthly principal and interest, as even a small change in interest rates can significantly increase or decrease the total amount to be paid. The higher the interest rate, the larger the monthly interest amount, especially in the early stages of the loan.
Conversely, when interest rates are low, borrowers will reduce financial pressure and find it easier to balance cash flow. Therefore, comparing and choosing a suitable interest rate is a very important step before signing the loan agreement.

Interest rates directly affect the monthly payment amount. (Source: Collected)
3.2. Loan Term
The longer the loan term, the lower the monthly payment amount usually is, as the principal is divided into more installments. This helps reduce the monthly payment pressure, suitable for people with stable but not too high incomes.
However, a longer loan term also means that the total interest paid over the loan period will be higher. Therefore, borrowers need to consider the balance between monthly payment capacity and total long-term costs.
3.3. Initial Loan Amount
The larger the initial loan amount, the higher the monthly repayment obligation, including both principal and interest. This is a fundamental factor that directly affects the borrower's entire financial plan.
If a smaller amount is borrowed or personal capital is added, the installment pressure will be significantly reduced. Therefore, accurately determining the loan needs from the outset helps optimize monthly principal and interest calculation and limit future financial risks.
4. Effective Loan Management Experience
4.1. Choosing the Right Loan Term
When applying the monthly principal and interest calculation method , choosing the appropriate loan term is a crucial factor in balancing the repayment pressure and the total cost. A short loan term will help reduce the total interest paid but the monthly payment amount will be higher, while a long term helps reduce the monthly pressure but increases the total interest.
Therefore, borrowers need to consider based on their actual income and long-term financial plans. Choosing the right loan term will help control cash flow more effectively and avoid financial imbalance.
4.2. Monitoring Interest Rate Fluctuations
Interest rates can change according to bank policies or market fluctuations, so borrowers need to monitor regularly to have an appropriate adjustment plan. This is especially important for long-term loans because interest rates directly affect the monthly payment amount.
By clearly understanding interest rate trends, borrowers can be more proactive in restructuring loans or repaying early if necessary. As a result, financial risks are significantly minimized.
4.3. Developing a Clear Repayment Plan
A clear repayment plan helps borrowers better control the entire payment process. Determining the monthly payment amount in advance and allocating the budget reasonably will help avoid delays or inability to pay.
In addition, borrowers should have a financial contingency plan to handle unexpected situations. This helps the loan management process become more stable and secure in the long term.

Borrowers need to build a clear debt repayment plan to control the payment process well. (Source: Collected)
5. Suggestions for choosing real estate products to optimize monthly loan and interest payments
During the process of applying the method for calculating monthly principal and interest, choosing the right real estate product plays a very important role as it directly affects the ability to balance long-term cash flow. Projects with flexible financial policies, clear payment schedules, and interest support will help buyers reduce monthly debt repayment pressure, thereby managing loans more effectively.
Projects developed by Sun Property are often of great interest to many customers thanks to flexible sales policies and strong financial support. Notably, the policy of supporting bank loans up to 70-80% of the product value helps significantly reduce the initial capital required. At the same time, customers also enjoy preferential treatment of principal and interest grace period at 0% for 12-34 months, creating a period of financial stability before entering the official repayment phase. Some typical projects such as Sun Symphony Residence in Da Nang, Sun Urban City in Ha Nam, or urban areas in Phu Quoc all apply installment payment policies according to progress, helping buyers easily control their monthly cash flow.

Real estate projects under Sun Property have flexible sales policies and strong financial support. (Source: Collected)
Thanks to choosing the right product with good financial policies, buyers can not only optimize their loans but also reduce monthly interest pressure. This ensures a stable financial plan and is safer in the long term.
In summary, the monthly principal and interest calculation method helps borrowers clearly understand the amount to be paid each period, thereby becoming more proactive in balancing income and expenses. When understanding this calculation method correctly, borrowers can choose loan options that suit their financial capacity, while also limiting the risk of cash flow imbalance during the long-term repayment process.