1001101100

1001101100 is a binary numeral consisting of ten bits. When read as an unsigned binary number, it equals 620 in decimal (1×2^9 + 0×2^8 + 0×2^7 + 1×2^6 + 1×2^5 + 0×2^4 + 1×2^3 + 1×2^2 + 0×2^1 + 0×2^0 = 620).

In a signed interpretation using two's complement with 10 bits, the same pattern encodes −404. Since the most significant bit is 1, the value is the pattern minus 2^10 (620 − 1024 = −404).

The bit pattern has five ones and five zeros, giving a popcount of 5. This balance is sometimes noted in discussions of bit distribution or certain random-sequence tests.

In hexadecimal, the decimal value 620 is 0x26C. The binary representation of 0x26C is 0010 0110 1100, so the ten-bit string 1001101100 corresponds to the lower ten bits of that 12-bit form.

Context and usage: 1001101100 may appear as a simple example in teaching binary arithmetic, digital logic, or data encoding. It can also serve as a short bit pattern in data streams, test patterns, or demonstrations of fixed-width word representations (particularly for systems using 10-bit words or substrings within larger words). While not aligned to standard 8- or 16-bit byte boundaries, such patterns illustrate how binary values map to decimal, signed representations, and hex values.