Question
1.
2.
3.
4.
Answer (Detailed Solution Below)
Option 3 : $0100_2$ / $0100_2$
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Detailed Solution
सही उत्तर $0100_2$ / $0100_2$ है।
Key Points
Helpful?
Question:
The 4-bit 2's complement of binary $1100_2$ is: / द्विआधारी $1100_2$ का 4-बिट 2's complement है:
1.
$0011_2$ / $0011_2$
2.
$1100_2$ / $1100_2$
3.
$0100_2$ / $0100_2$
4.
$1011_2$ / $1011_2$
Correct Answer: $0100_2$ / $0100_2$
Invert to $0011_2$ and add 1, giving $0100_2$. / उलटकर $0011_2$ बनाएँ और 1 जोड़ें, अतः $0100_2$।
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