6×256

6×256 denotes the product of the integers 6 and 256. The result is 1,536.

Mathematically, 6 × 256 can be expressed by prime factorization as (2 × 3) × (2^8) = 2^9 × 3, which equals 1,536. In different numeral bases, 1,536 is written as binary 11000000000, hexadecimal 0x600, and octal 0o3000.

In terms of size, 1,536 bytes equals 1.5 kibibytes (KiB), since 1 KiB equals 1,024 bytes. In decimal terms, it is 1.536 kilobytes (KB) or about 0.001536 megabytes (MB). This magnitude is common in computing contexts where 256-byte and 512-byte blocks are used, and multiplying by 6 can arise in block-aligned data sizing or memory calculations.

Context and relevance often center on the fact that 256 is 2^8, a standard byte size in digital systems. Therefore multiplying by 6 scales by a factor that remains easily represented in binary hardware arithmetic. The value 1,536 appears in various block sizes, buffer allocations, and legacy data structures where fixed byte-block sizes are chosen for alignment or performance reasons.

See also: powers of two, binary representation, byte and kibibyte, hexadecimal notation.