Question:
An 8-bit number \( X \) is \( 00001100 \), then \( -X \) is in 1's complement is _______.
An 8-bit number \( X \) is \( 00001100 \), then \( -X \) is in 1's complement is _______.
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To get the 1's complement of a number, simply flip all the bits (0s become 1s and 1s become 0s).
Updated On: Jun 16, 2025
- 12 in binary
- 243 binary code in 8 bit
- 11101100
- 11110101
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The Correct Option is D
Solution and Explanation
To find the 1's complement of a binary number, flip all the bits. For the number \( 00001100 \), its 1's complement is \( 11110011 \). Then, for the negative of the number in 1's complement, we need to take the 1's complement of \( X \), which results in \( 11110101 \).
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