Roman Numeral Converter

Convert between Roman numerals and decimal numbers instantly

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Roman Numeral Reference

RomanValueRule
I1Base unit
IV4Subtractive: 5 - 1
V5Base symbol
IX9Subtractive: 10 - 1
X10Base symbol
XL40Subtractive: 50 - 10
L50Base symbol
XC90Subtractive: 100 - 10
C100Base symbol
CD400Subtractive: 500 - 100
D500Base symbol
CM900Subtractive: 1000 - 100
M1000Base symbol

Frequently Asked Questions

What is the range for Roman numerals?
Standard Roman numerals represent numbers from 1 to 3999. The number 4000 and above would require a bar notation (vinculum) which is not part of the standard system.
How does subtractive notation work?
When a smaller numeral appears before a larger one, it is subtracted. For example, IV = 5 - 1 = 4, and XC = 100 - 10 = 90. Only I, X, and C can be used subtractively.
Can Roman numerals represent zero?
No. The Roman numeral system has no symbol for zero. It was developed before the concept of zero was widely adopted in European mathematics.
Where are Roman numerals still used today?
Roman numerals are commonly used in clock faces, book chapters, movie sequels, Super Bowl numbering, copyright dates, outlines, and formal document numbering.
Why are Roman numerals used in African education and official documents?
In African schools, Roman numerals appear in textbook chapter numbering, exam question sections, and formal academic writing. They are also used in legal documents, legislation numbering (e.g. Part III, Section IV), and in church and school certificates. Understanding Roman numerals is often tested in African national examinations including WAEC, NECO, KCPE, and similar exams.
What numbers cannot be written in standard Roman numerals?
Standard Roman numerals cannot represent: zero (the Romans had no concept of zero), negative numbers, fractions, or numbers greater than 3,999. Numbers above 3,999 historically used a bar (vinculum) placed over a numeral to multiply it by 1,000 — so a bar over V would mean 5,000. This extended system is not commonly used today.
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