Developer Tools for Random Data Generation // v2.13.1
root@generate-random:~/decimal$ _

Random Decimal Generator

Generate random floating-point decimal numbers with customizable precision (1-10 places) - perfect for scientific calculations, measurements, and financial data

Our random decimal generator creates cryptographically secure floating-point numbers with customizable precision from 1 to 10 decimal places. Generate decimals with specific ranges, unique values, or sorted sequences for scientific calculations, financial simulations, measurement data, probability experiments, and test datasets requiring realistic decimal values with uniform distribution.

What is a Random Decimal Number?

A decimal number (also called floating-point number) contains a fractional component represented by digits after a decimal point. Unlike integers which are whole numbers, decimals can represent values between integers with varying levels of precision. Our random decimal generator uses cryptographically secure algorithms to produce truly unpredictable floating-point values with uniform distribution across your specified range and precision level.

Decimal precision determines how many digits appear after the decimal point (e.g., 3.14 has 2 decimal places, 3.14159 has 5). Higher precision provides finer granularity for measurements and calculations. This generator supports 1-10 decimal places, making it suitable for everything from financial data (typically 2 places) to scientific calculations requiring high precision (8-10 places). Each decimal is generated with fresh cryptographic randomness ensuring true unpredictability.

Decimal Generator Configuration Options

Range Configuration (Min/Max Values)

Define the boundaries for decimal generation by setting minimum and maximum values (0.0 to 1,000,000.0). The generator ensures uniform distribution with cryptographically secure randomness across the continuous range, meaning any value within [min, max] has equal probability density.

Decimal Precision (1-10 places)

Control the number of digits after the decimal point from 1 to 10 places. Lower precision (1-2) suits financial data and percentages, medium precision (3-5) works for measurements, and high precision (6-10) serves scientific calculations requiring fine granularity.

Quantity (1-1000 decimals)

Generate multiple random decimals simultaneously for batch operations, statistical datasets, or bulk data needs. Each decimal is independently generated with fresh cryptographic randomness for true unpredictability.

Unique Numbers & Sorting Options

Ensure all generated decimals are unique (no duplicates) using sampling without replacement. Optionally sort results in ascending order after generation. Sorting does not affect randomness quality as it's applied post-generation.

How to Generate Random Decimals

[STEP 1] Set Range & Precision

Configure minimum and maximum values to define your decimal range (e.g., 0.0-100.0 for percentages). Set precision from 1-10 decimal places based on your needs (2 for currency, 5 for measurements, 10 for scientific calculations).

[STEP 1] Set Quantity

Choose how many decimals to generate (1-1000). Each number is independently generated with cryptographic randomness ensuring truly unpredictable values.

[STEP 1] Configure Options

Enable unique mode to prevent duplicates for distinct datasets, or enable sorted mode to arrange results in ascending order for easier analysis and visualization.

[STEP 1] Generate & Export

Click EXECUTE GENERATION to create your random decimals. View statistics (sum, average, min, max), copy individual numbers or all at once, and export results as TXT, CSV, or JSON for integration into spreadsheets, databases, or applications.

Decimal Generator Best Practices

  • _ Range Validation - Always ensure minimum value is less than maximum for valid generation
  • _ Precision Selection - Use 2 decimal places for currency, 3-5 for measurements, 6-10 for scientific calculations
  • _ Unique Mode Limits - Consider that unique decimals with high precision can accommodate very large quantities without collision
  • _ Rounding Awareness - Results are rounded to specified precision; understand that 1.999 with 2 decimals becomes 2.00
  • _ Performance Considerations - Generating unique decimals with low precision across large ranges may be slower than with high precision
  • _ Floating-Point Representation - Be aware of floating-point arithmetic limitations when summing or comparing many decimal values

Technical Implementation

Our decimal generator employs cryptographically secure random number generation (CSPRNG) with uniform distribution across continuous ranges. The system generates floating-point values and rounds to specified precision:

// Random decimal generation with uniform distribution
Algorithm: Uniform Decimal Generation with Precision Control

D = min + R × (max - min)
where R ∈ [0,1) is uniformly distributed CSPRNG value

D_rounded = round(D × 10^p) / 10^p
where p = precision (number of decimal places)

// Example: Generate decimal between 0 and 100 with 2 decimal places
D = 0 + R × 100 → produces continuous values [0.0, 100.0)
D_rounded = round(D × 100) / 100 → {0.00, 0.01, 0.02, ..., 99.99}

API Access for Developers

GET https://generate-random.org/api/v1/generate/numbers?type=decimal&min=0&max=100&precision=2&count=10
VIEW FULL API DOCUMENTATION

Frequently Asked Questions

Are the decimals truly random?
Yes, our generator uses cryptographically secure random number generation (CSPRNG) which produces truly unpredictable decimal values with uniform distribution. Each value in your specified continuous range has equal probability density, with no patterns or bias.
What's the difference between decimals and integers?
Integers are whole numbers without fractional components (1, 2, 3), while decimals include fractional parts after the decimal point (1.5, 2.73, 3.14159). Use decimals when you need values between whole numbers, such as measurements, percentages, scientific data, or financial calculations.
How does precision affect the generated decimals?
Precision determines the number of digits after the decimal point. With precision 2, you get values like 3.14 or 9.87. With precision 5, you get 3.14159 or 9.87234. Higher precision provides finer granularity and more possible unique values within a given range.
Can unique mode work with low precision and small ranges?
Yes, but be mindful of limits. For example, the range 0-1 with precision 1 has only 11 possible values (0.0, 0.1, 0.2... 1.0), so you can generate at most 11 unique decimals. Higher precision exponentially increases available unique values (precision 2 gives 101 values, precision 3 gives 1001).
Why do some decimals end in zeros like 5.00?
The generator displays all decimals with consistent precision formatting. If you specify 2 decimal places, all results show 2 digits after the decimal point, even if they're zeros (5.00, 10.50). This maintains consistent formatting for financial and scientific applications where trailing zeros are significant.