Loan 計算機: Monthly Payment & Interest
Easily 計算 your amortizing loan's monthly payment, total interest, and amortization schedule. See how much you can 保存 with extra payments.
Loan Inputs
The Complete Guide to the Loan 計算機
What is an Amortizing Loan 計算機?
An amortizing loan 計算機 is a ツール that calculates the monthly payment for a loan where you repay the same amount each month over the loan term. Using this 計算機, you can clearly see how much you need to repay each month based on the loan principal, interest rate, and term, as well as the total repayment and total interest, helping you to create a systematic financial plan.
How to Use
1. 入力 Loan Details: 入力 the 'Loan Amount', 'Annual Interest Rate', and 'Loan Term' accurately.
2. Add Extra Payments (Optional): If you plan to make extra monthly payments, 入力 the amount. This will show you how much faster you can pay off the principal.
3. 計算: クリック the ボタン to see a detailed comparison between the standard repayment plan and the one with extra payments.
4. Review Schedule: クリック 'View Amortization Schedule' to see a detailed breakdown of each payment, including how much goes toward principal versus interest, and the remaining balance.
Key Features
Automatic Monthly Payment Calculation: Calculates the exact principal and interest (P&I) you need to pay each month.
Extra Payment Simulation: Compares and analyzes the total interest saved and the reduction in the repayment period when extra payments are made.
Detailed Amortization Schedule: Provides a table showing the principal, interest, and remaining balance for each payment, helping you understand the repayment flow in detail.
Intuitive Comparison: Displays the standard and extra payment plans side-by-side, making it easy to see the impact of your repayment strategy.
Why Should You Use It?
A loan is a significant financial decision that requires careful planning. This 計算機 allows you to simulate various loan scenarios without complex calculations. You can especially see the effects of extra payments firsthand to build the most efficient repayment strategy. This helps you find the optimal loan conditions that fit your repayment ability, create a budget to prevent delinquency, and design a stable financial life.