# Roman Numerals 1 to 10000

Created by: Team Maths - Examples.com, Last Updated: May 28, 2024

## Roman Numerals 1 to 10000

Roman Numerals 1 to 10000 is a list showing numbers from 1 to 10000 in their Roman numeral forms. This list helps students learn Roman numeral translations easily. By understanding Roman numerals from 1 to 10000, students can also learn to form new numbers. This article covers all the rules for writing Roman numerals from 1 to 10000. Let’s explore these rules together on this page.

## How to Write Roman Numerals 1 to 10000?

• Method 1: Break the number into its smallest parts, write their Roman numerals, and then add or subtract them. For example, take the number 2847. Break it down as 2847 = 1000 + 1000 + 500 + 100 + 100 + 100 + 10 + 10 + 10 + 5 + 1 + 1 = M + M + D + C + C + C + X + X + X + V + I + I = MMDCCCLVII.
• Method 2: Group the numbers for addition. For example, take the number 2847. Group it as 2847 = 2000 + 800 + 40 + 7. Convert each group to Roman numerals: 2000 = MM, 800 = DCCC, 40 = XL, and 7 = VII. Therefore, 2847 = MM + DCCC + XL + VII = MMDCCCXLVII.

Both methods can be used to write Roman numerals from 1 to 10,000.

## Rules to Write Roman Numerals 1 to 10000

• When a bigger numeral precedes a smaller numeral, their values are added. For example, in MI, M is greater than I (M>I), so MI equals M + I, which is 1000 + 1 = 1001.
• When a smaller numeral precedes a bigger numeral, their values are subtracted. For example, in CD, C is less than D (C<D), so CD equals D – C, which is 500 – 100 = 400.
• When a numeral is repeated multiple times, their values are added. For example, MMM equals M + M + M, which is 1000 + 1000 + 1000 = 3000.
• The same numeral cannot be used more than three times in a row. Additionally, V, L, and D cannot be repeated; they can only appear once.

## Solved Problems

Problem 1: Convert the number 467 to Roman numerals

Break down the number: 467 = 400 + 60 + 7

• 400 = CD
• 60 = LX
• 7 = VII Thus, 467 in Roman numerals is CDLXVII.

Problem 2: What is the sum of MDCLXVI and CCC in Roman numerals?

• MDCLXVI = 1666
• CCC = 300
• 1666 + 300 = 1966
1966 in Roman numerals is MCMLXVI.

Problem 3: What is the result when you subtract DCCC from MM in Roman numerals

• MM = 2000
• DCCC = 800
• 2000 – 800 = 1200
1200 in Roman numerals is MCC.

Problem 4: Convert the Roman numeral MMXIV to a number

• MM = 2000
• X = 10
• IV = 4
• 2000 + 10 + 4 = 2014 Thus, MMXIV equals 2014.

Problem 5: Write the number 7489 in Roman numerals

Break down the number: 7489 = 7000 + 400 + 80 + 9

• 7000 = V̅I̅I̅ (or VII with an overline)
• 400 = CD
• 80 = LXXX
• 9 = IX
Thus, 7489 in Roman numerals is V̅I̅I̅CDLXXXIX.

## What does Z mean in Roman numerals?

Z is not a Roman numeral. The Romans did not use the letter Z in their numbering system.

## What is XL in Roman numerals?

XL in Roman numerals equals 40. X (10) precedes L (50), indicating subtraction: 50 – 10 = 40.

## Is 45 a VL or XLV?

45 is XLV in Roman numerals, not VL. XLV represents 40 (XL) plus 5 (V).

## What does C stand for in Roman numerals?

C in Roman numerals stands for 100. It originates from the Latin word “centum,” meaning one hundred.

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