What range of numbers is supported?

The converter supports integers from 1 to 3,999. Roman numerals have no standard representation for zero or negative numbers. Numbers above 3,999 require non-standard notation (overlined letters) not covered by this tool.

What are the basic Roman numeral symbols?

I = 1, V = 5, X = 10, L = 50, C = 100, D = 500, M = 1000. Numbers are formed by combining these symbols, generally from largest to smallest (left to right), with subtractive notation for 4, 9, 40, 90, 400, and 900.

What is subtractive notation?

Subtractive notation allows smaller values before larger ones to indicate subtraction: IV = 4 (5-1), IX = 9 (10-1), XL = 40 (50-10), XC = 90 (100-10), CD = 400 (500-100), CM = 900 (1000-100). This avoids awkward repetitions like VIIII for 9.

Can I convert Roman numerals to numbers?

Yes. The tool is bidirectional - enter a number (1–3999) to get the Roman numeral, or enter a Roman numeral (like MMXXIV) to get the decimal equivalent.

Is Roman numeral input case-sensitive?

No. You can enter roman numerals in uppercase (XIV) or lowercase (xiv). The tool normalizes to uppercase before processing.

What makes a Roman numeral valid?

A standard Roman numeral uses symbols in descending order, except for the six allowed subtractive pairs: IV, IX, XL, XC, CD, and CM. Forms such as IIII, VX, or IC are rejected.

How is 3999 written in Roman numerals?

The largest supported value is 3,999, written as MMMCMXCIX. Larger values need non-standard overline notation, which this converter does not include.

Can I convert zero or negative numbers?

Zero and negative numbers do not have standard Roman numeral forms, so the converter accepts only positive integers from 1 through 3,999.

Converters

Roman Numeral Converter

Convert Arabic numbers to Roman numerals or Roman numerals back to Arabic. Instant bidirectional conversion — enter the value and press Convert.

Arabic ↔ Roman
Bidirectional
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Conversion

Arabic number

Enter a value to convert

Roman Numeral Converter

Convert positive integers from 1 to 3,999 into standard Roman numerals, or decode a Roman numeral back into its decimal value. The converter accepts lowercase input, normalizes it to uppercase, and rejects non-standard forms.

Roman numeral symbols

Symbol	Value	Common use
I	1	Units
V	5	Units
X	10	Tens
L	50	Tens
C	100	Hundreds
D	500	Hundreds
M	1,000	Thousands

Roman numerals usually list symbols from largest to smallest. Six subtractive pairs are standard: IV (4), IX (9), XL (40), XC (90), CD (400), and CM (900). Repeated symbols are limited, so IIII, VX, and IC are not canonical forms.

Common uses

Roman numerals still appear on clock faces, book chapters, outlines, monarch names, movie sequels, event editions, and copyright dates. Converting to decimal makes arithmetic and sorting easier; converting back helps preserve traditional formatting.

Examples

Decimal	Roman
4	IV
49	XLIX
2024	MMXXIV
3,999	MMMCMXCIX

Roman numeral conversion in code

const value = 2024;
const roman = "MMXXIV";

value = 2024
roman = "MMXXIV"

SELECT 2024 AS decimal_value, 'MMXXIV' AS roman_value;

Frequently asked questions

Can Roman numerals represent zero?

No standard Roman numeral represents zero, and this converter supports only values from 1 through 3,999.

Are lowercase numerals supported?

Yes. Lowercase input is converted to uppercase before validation.

Why are some familiar forms rejected?

The tool follows conventional modern notation. Only the standard subtractive pairs are accepted, which keeps output consistent and unambiguous.

Frequently Asked Questions

What range of numbers is supported?: The converter supports integers from 1 to 3,999. Roman numerals have no standard representation for zero or negative numbers. Numbers above 3,999 require non-standard notation (overlined letters) not covered by this tool.
What are the basic Roman numeral symbols?: I = 1, V = 5, X = 10, L = 50, C = 100, D = 500, M = 1000. Numbers are formed by combining these symbols, generally from largest to smallest (left to right), with subtractive notation for 4, 9, 40, 90, 400, and 900.
What is subtractive notation?: Subtractive notation allows smaller values before larger ones to indicate subtraction: IV = 4 (5-1), IX = 9 (10-1), XL = 40 (50-10), XC = 90 (100-10), CD = 400 (500-100), CM = 900 (1000-100). This avoids awkward repetitions like VIIII for 9.
Can I convert Roman numerals to numbers?: Yes. The tool is bidirectional - enter a number (1–3999) to get the Roman numeral, or enter a Roman numeral (like MMXXIV) to get the decimal equivalent.
Is Roman numeral input case-sensitive?: No. You can enter roman numerals in uppercase (XIV) or lowercase (xiv). The tool normalizes to uppercase before processing.
What makes a Roman numeral valid?: A standard Roman numeral uses symbols in descending order, except for the six allowed subtractive pairs: IV, IX, XL, XC, CD, and CM. Forms such as IIII, VX, or IC are rejected.
How is 3999 written in Roman numerals?: The largest supported value is 3,999, written as MMMCMXCIX. Larger values need non-standard overline notation, which this converter does not include.
Can I convert zero or negative numbers?: Zero and negative numbers do not have standard Roman numeral forms, so the converter accepts only positive integers from 1 through 3,999.

Disclaimer

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Roman Numeral Converter

Roman numeral symbols

Symbol	Value	Common use
I	1	Units
V	5	Units
X	10	Tens
L	50	Tens
C	100	Hundreds
D	500	Hundreds
M	1,000	Thousands

Common uses

Examples

Decimal	Roman
4	IV
49	XLIX
2024	MMXXIV
3,999	MMMCMXCIX

Roman numeral conversion in code

const value = 2024;
const roman = "MMXXIV";

value = 2024
roman = "MMXXIV"

SELECT 2024 AS decimal_value, 'MMXXIV' AS roman_value;

Frequently asked questions

Can Roman numerals represent zero?

No standard Roman numeral represents zero, and this converter supports only values from 1 through 3,999.

Are lowercase numerals supported?

Yes. Lowercase input is converted to uppercase before validation.

Why are some familiar forms rejected?

The tool follows conventional modern notation. Only the standard subtractive pairs are accepted, which keeps output consistent and unambiguous.