64 in Roman Numerals

Updated at: 10/14/2025

64 in Roman Numerals is written as LXIV, combining L for 50, X for 10 and IV for 4. This numeral demonstrates subtractive notation where I before V subtracts one to make four. Understanding LXIV helps illustrate Roman numeral rules: large values placed before smaller values add, while a smaller value before a larger one subtracts, enabling concise representation.

LXIV

How to Write 64 in Roman Numerals?

Write 64 as 50 plus 10 plus 4. 50 is L, 10 is X, 4 is IV (one before five). Combine symbols from largest to smallest: L + X + IV = LXIV. So 64 in Roman numerals is LXIV, using subtraction for 4 and additive notation for 50 and 10.

Breakdown of 64

  • L
    =
    50
  • X
    =
    10
  • IV
    =
    4

Together, they form

LXIV
.

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Examples of 64 in Roman Numerals

Understanding 64 as Powers: LXIV and Exponents

Mathematical explanation: 64 equals 2^6 and can be written as LXIV in Roman numerals; recognizing its prime factorization of 2×2×2×2×2×2 helps students understand exponents, binary shifts, and powers in arithmetic.

AD 64 (LXIV): The Great Fire and Its Legacy

Historical note: The year AD 64 (LXIV) is remembered for Rome's Great Fire during Emperor Nero's reign; historians debate sources and reconstruction, making LXIV a pivotal date in Roman urban, political, and cultural transformations.

Chessboard Connection: LXIV and 64 Squares

Cultural curiosity: A standard chessboard contains 64 squares, expressed as LXIV in Roman numerals; this association links ancient numbering systems with modern games, inspiring mnemonic devices and artistic designs celebrating strategy and symmetry.

64-bit Computing: LXIV in Modern Technology

Practical tech note: In computing, 64-bit architecture (often referred to as x64 or AMD64) supports larger memory addressing and performance; representing 64 as LXIV in documentation can add historical flair to technical guides or product names.

A Rare Number: LXIV Is Both Square and Cube

Fun trivia: Sixty-four (LXIV) is unique because it equals 8^2, 4^3, and 2^6; being both a perfect square and perfect cube makes LXIV interesting for recreational math and number puzzles.

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