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Simple Interest Calculator

Calculate interest without compounding.

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Principal Amount

$
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Interest Rate

%
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Time Period

Total Interest
$100.00

You will earn this amount in total interest

Principal
$1,000.00
Total Value
$1,100.00
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Key Metrics

Rate5.00%
Time2.00 years
Monthly Average$4.17

Non-compounding average per month

Principal vs. Interest Breakdown

PrincipalInterest
$1,000
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The Predictability Advantage

Unlike credit cards (which compound), simple interest stays fixed and predictable. Your balance grows linearly, making it easier to plan and budget.

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Best Use Cases

This tool is best for car loans and personal IOUs. For savings accounts and investments, use our Compound Interest Calculator.

Simple Interest: Predictability and Clarity

Understand the straightforward world of simple interestโ€”where your balance grows linearly and predictably, making it perfect for fixed-term loans and short-term investments.

Strategic Simple Interest Insights

The Predictability Advantage

โ€ขUnlike compound interest, simple interest stays fixed and predictable.
โ€ขYour balance grows linearly, making it easier to plan and budget without surprises.

Transparency in Lending

โ€ขSimple interest calculations are straightforward and easy to verify.
โ€ขThere are no hidden compounding effects, making it ideal for transparent financial agreements.

Linear Growth Pattern

โ€ขSimple interest grows at a constant rate over time.
โ€ขThis linear pattern makes it easier to forecast total costs and plan repayment schedules.

Choosing the Right Tool

โ€ขUse simple interest for fixed-term agreements where predictability matters.
โ€ขFor long-term growth, compound interest is more appropriate for savings and investments.

Simple Interest Calculator 2026: Calculate Interest Without Compounding

Calculate simple interest on loans and investments. How to calculate simple interest formula I = P ร— r ร— t. Supports years, months, days, and date ranges. Trusted by students and borrowers. No sign-upโ€”all calculations run locally.

Featured Snippet: What is the simple interest on $1,000 at 5% for 2 years?

Simple Interest Calculation

  • Formula:
    I=Pร—rร—tI = P \times r \times t
  • Where:
    I = Interest, P = Principal ($1,000), r = Rate (5% = 0.05), t = Time (2 years)
  • Calculation:
    $1,000 ร— 0.05 ร— 2 = $100
  • Total Value:
    $1,000 + $100 = $1,100
The simple interest is $100 ($1,000 ร— 0.05 ร— 2), bringing your total value to $1,100.

Simple interest is calculated only on the original principal amount, not on previously earned interest. This makes it predictable and easy to calculate.

Understanding Simple Interest

The Simple Interest Formula

  • Formula:
    I=Pร—rร—tI = P \times r \times t
  • I
    Interest earned or owed
  • P
    Principal amount (original sum)
  • r
    Annual interest rate as a decimal (5% = 0.05)
  • t
    Time in years
Simple interest is calculated using a straightforward formula that multiplies principal, rate, and time:

The total maturity value (amount you'll receive or pay) is

A=P+IA = P + I
(principal plus interest)

Time Conversion

  • Months to Years:
    Months รท 12
  • Days to Years:
    Days รท 365
  • Date Range:
    Calculates days between start and end dates, then converts to years
The calculator automatically converts different time units to years for accurate calculations:

Simple Interest vs. Compound Interest

Key Differences

  • Simple Interest:
    Calculated only on the original principal. Grows linearly and predictably. Best for car loans, personal IOUs, and short-term agreements.
  • Compound Interest:
    Calculated on principal plus previously earned interest. Grows exponentially over time. Best for savings accounts and long-term investments.
  • Growth Pattern:
    Simple interest: Linear growth (straight line). Compound interest: Exponential growth (curved line).
  • Predictability:
    Simple interest is more predictable and easier to calculate. Compound interest accelerates over time.
Understanding the difference between simple and compound interest helps you choose the right calculation method:

For savings accounts and investments, use our Compound Interest Calculator to see how your money can grow faster with compounding.

Common Use Cases for Simple Interest

When to Use Simple Interest

  • Car Loans:
    Many auto loans use simple interest, making monthly payments predictable and easy to calculate.
  • Personal Loans:
    Short-term personal loans often use simple interest for transparency and simplicity.
  • IOUs and Promissory Notes:
    Personal agreements between individuals typically use simple interest calculations.
  • Short-Term Investments:
    Some certificates of deposit (CDs) and short-term bonds use simple interest.
Simple interest is commonly used in these scenarios:

Simple interest provides transparency and predictability, making it ideal for fixed-term agreements where you need to know exactly what you'll pay or receive.

Date-to-Date Calculations

Calculating Interest Between Specific Dates

  • How It Works:
    Enter your start date and end date. The calculator calculates the number of days between them, converts to years (days รท 365), and applies the simple interest formula.
  • Example:
    A $5,000 loan at 6% from January 1 to March 31 (90 days) earns $5,000 ร— 0.06 ร— (90/365) = $73.97 in interest.
  • Use Cases:
    Short-term loans, bridge financing, seasonal investments, and any agreement with specific start and end dates.
Many real-world scenarios require calculating interest for a specific date range, such as a loan that starts on one date and ends on another.

FAQ

? What is the simple interest on $1,000 at 5% for 2 years?

The simple interest is $100 ($1,000 ร— 0.05 ร— 2), bringing your total value to $1,100. Simple interest is calculated as Principal ร— Rate ร— Time, where the rate is expressed as a decimal (5% = 0.05) and time is in years.

? How is simple interest different from compound interest?

Simple interest is calculated only on the original principal amount, while compound interest is calculated on the principal plus previously earned interest. Simple interest grows linearly (predictable), while compound interest grows exponentially (faster over time). Simple interest is common for car loans and personal IOUs, while compound interest is used for savings accounts and investments.

? Can I calculate simple interest for days or months?

Yes! The calculator supports years, months, and days. It automatically converts to years for calculation: months are divided by 12, and days are divided by 365. You can also use the date range feature to calculate interest between two specific dates, which is useful for short-term loans or investments.

? What is the simple interest formula?

The simple interest formula is I = P ร— r ร— t, where I is interest, P is principal, r is the annual interest rate as a decimal, and t is time in years. The total maturity value is A = P + I (principal plus interest).

? When is simple interest used?

Simple interest is commonly used for car loans, personal loans, short-term IOUs, and some certificates of deposit (CDs). It's predictable and easy to calculate, making it ideal for fixed-term agreements. For savings accounts and long-term investments, compound interest is typically used instead.

? How do I calculate simple interest for a date range?

Use the "Date Range" mode in the calculator. Enter your start date and end date, and the calculator will automatically calculate the number of days between them, convert to years (days รท 365), and apply the simple interest formula. This is perfect for loans or investments with specific start and end dates.
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Financial Estimation Note

General Projections: Results are mathematical estimates based on current rates and standard formulas (including 2026 tax brackets). They are intended for high-level planning only.

No Advice Provided: This site does not provide financial, tax, or legal advice. Using this tool does not create a client-advisor relationship with CalcRegistry.

Confirm Numbers: Financial laws change frequently. Please verify all results with a qualified professional (CPA, Financial Planner, or Lawyer) before making significant financial decisions.

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