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Calculate simple and compound interest on loans and investments with flexible calculation options. Supports multiple compounding frequencies (daily, monthly, quarterly, annually), computes total interest paid or earned, and shows how compound interest accelerates growth over time. Perfect for understanding loan costs, savings growth, and investment returns.
Note: AI can make mistakes, so please double-check it.
Enable comparison mode to unlock AI-powered side-by-side insights.
Balance over time
Total Interest
$318,861
Payoff Date
30.0 Years
Total Cost
$568,861
Common questions about this tool
Simple interest is calculated only on the principal amount. Compound interest is calculated on the principal plus previously earned interest, resulting in faster growth. The calculator supports both methods and shows how compound interest accelerates over time.
Enter the principal amount, annual interest rate, and time period. The calculator computes total interest paid and the final amount. For loans, this helps you understand the true cost of borrowing money.
Enter your initial deposit, interest rate, compounding frequency (monthly, quarterly, annually), and time period. The calculator shows how your money grows with compound interest, helping you plan savings goals.
More frequent compounding (daily, monthly) results in higher returns than annual compounding. For example, monthly compounding earns more interest than annual compounding at the same rate. The calculator shows the difference between compounding frequencies.
Yes, enter any time period in months or years. The calculator shows interest earned or paid for that specific period, helping you understand short-term and long-term interest implications.
Verified content & sources
This tool's content and its supporting explanations have been created and reviewed by subject-matter experts. Calculations and logic are based on established research sources.
Scope: interactive tool, explanatory content, and related articles.
ToolGrid β Product & Engineering
Leads product strategy, technical architecture, and implementation of the core platform that powers ToolGrid calculators.
ToolGrid β Research & Content
Conducts research, designs calculation methodologies, and produces explanatory content to ensure accurate, practical, and trustworthy tool outputs.
Based on 1 research source:
Learn what this tool does, when to use it, and how it fits into your workflow.
This tool calculates how much you pay on a loan over time. It shows your total interest, when you pay off the loan, and how the balance goes down each year. You can enter one loan or two loans and compare them side by side. That helps you see how a lower rate, a shorter term, or extra monthly payments change the total cost and how long you stay in debt.
Many people take a loan without knowing how much interest they will pay in total. They also do not know how much they can save by paying a little extra each month or by choosing a shorter term. This tool solves that. You enter the loan amount, the interest rate, the number of years, and any extra payment you might add. The tool then shows the full picture: total interest, total cost, payoff time, and a graph of the balance over time. If you turn on comparison mode, you can set a second loan (for example a different rate or term) and see the difference in interest and years.
This tool is for anyone who has or is planning a loan: a mortgage, a personal loan, or another fixed-payment loan. You do not need to be a finance expert. A first-time user can follow the inputs and read the results. Professionals can use it to compare offers or to show clients the impact of extra payments.
When you borrow money, you pay back the amount you borrowed (the principal) plus interest. The bank or lender uses a formula to spread your payments evenly over the term. Each payment is partly principal and partly interest. At the start, most of the payment is interest. Over time, more of it goes to principal and the balance goes down. If you pay extra toward principal, you reduce the balance faster. That means less interest in the future and an earlier payoff.
People often struggle to do this by hand because the math is repetitive. You must apply the same steps every month and track the new balance. One small mistake can throw off the rest. It is also hard to compare two loans (for example 30 years at 6.5% vs 15 years at 5.5%) without a clear view of total interest and payoff time. This tool does the full amortization for you and, in comparison mode, shows both scenarios and the difference in interest and years.
Comparing two loan offers. You have one offer at 6.5% for 30 years and another at 5.5% for 15 years. Enter both as Scenario A and Scenario B. See total interest and payoff time for each and the difference in cost and years.
Testing extra payments. Set Scenario A with no extra payment. Set Scenario B with the same loan but an extra 200 per month. Compare total interest and payoff years to see how much you save.
Planning a mortgage. Enter your loan amount, rate, and term. Check total interest and the year you become debt-free. Then turn on comparison mode and try a shorter term or a lower rate to see the impact.
Explaining to a client or family. Use comparison mode to show why a shorter term or extra payments matter. The graph and the interest-versus-time difference make the choice clear.
The tool uses the standard loan formula. The monthly payment is computed so that after all payments the balance is zero. Interest is applied every month on the current balance. The rate you enter is the annual rate; it is divided by 12 for each month. If you enter an extra monthly payment, that amount is added to the principal portion each month. The balance drops faster, so less interest is charged in later months and the loan is paid off in fewer months.
If the loan amount, rate, or term is zero or negative, the tool returns zeros and no schedule. The payoff month count is capped so that bad inputs do not cause an endless loop. The tool does not add fees, taxes, or insurance. It assumes one fixed payment per month and one optional extra payment toward principal. Currency is shown in whole dollars.
Use the same loan amount in both scenarios when you only want to compare rate and term. Use the same rate and term when you only want to compare the effect of extra payments. Check the amortization curve to see when most of the balance is gone; that helps you plan.
Enter the rate as the bank gives it (annual percent). Enter the term in full years. Small rounding in the display can occur; the underlying math uses full precision. The optional analysis is generated from your inputs and results; it is for explanation only and is not a substitute for your own decision.
Limitations: the tool does not include fees, insurance, or taxes. It assumes payments are made on time and that the extra payment is applied only to principal. It does not export the amortization table; it uses it internally for the chart and totals. If you need to model rate changes or skipped payments, this tool does not support that.
Articles and guides to get more from this tool
You have $5,000 to invest in a savings account or certificate of deposit (CD), and the bank offers a 4% interest rate compounded monthly. Orβ¦
Read full articleSummary: Calculate simple and compound interest on loans and investments with flexible calculation options. Supports multiple compounding frequencies (daily, monthly, quarterly, annually), computes total interest paid or earned, and shows how compound interest accelerates growth over time. Perfect for understanding loan costs, savings growth, and investment returns.