1001110100

1001110100 is a binary numeral made up of ten bits. As a base-2 representation, it is used in digital electronics and computer science to encode numeric values and bit patterns.

Value and representations: When interpreted as an unsigned integer, it equals 628 in decimal and 0x274 in hexadecimal. Calculation: 512 + 64 + 32 + 16 + 4 = 628. In binary, its digits are the exact sequence shown, and in hex the same value is grouped as 0x274.

Properties: The least significant bit is 0, so the number is even. It is divisible by 4 but not by 8 (the last three bits are 100). The prime factorization of 628 is 2^2 × 157. If interpreted as a signed value in a 10-bit two’s complement representation, the pattern 1001110100 corresponds to -396.

Context and usage: As a fixed-width binary word, 1001110100 can appear in discussions of data encoding, memory addressing, or bit-field layouts where exactly ten bits are used. In modern architectures, 10-bit widths are uncommon, but they can occur in historical systems or specialized protocols. It also serves as a clear example for teaching binary-to-decimal and hexadecimal conversion, as well as fixed-width signed and unsigned interpretations.

See also: Binary numeral system, Hexadecimal notation, Two’s complement, Fixed-width integers.