Question
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Answer (Detailed Solution Below)
Option 2 : $\text{Sum} = 1$, $C_{out} = 1$ / $\text{योग} = 1$, $C_{out} = 1$
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Detailed Solution
सही उत्तर $\text{Sum} = 1$, $C_{out} = 1$ / $\text{योग} = 1$, $C_{out} = 1$ है।
Key Points
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prepsnap.in • Part -AQuestion:
In a full adder with inputs $A = 1$, $B = 1$ and carry-in $C_{in} = 1$, the Sum and carry-out $C_{out}$ are / निवेश $A = 1$, $B = 1$ और कैरी-इन $C_{in} = 1$ वाले पूर्ण योजक में योग (Sum) और कैरी-आउट $C_{out}$ हैं
1.
$\text{Sum} = 0$, $C_{out} = 1$ / $\text{योग} = 0$, $C_{out} = 1$
2.
$\text{Sum} = 1$, $C_{out} = 1$ / $\text{योग} = 1$, $C_{out} = 1$
3.
$\text{Sum} = 1$, $C_{out} = 0$ / $\text{योग} = 1$, $C_{out} = 0$
4.
$\text{Sum} = 0$, $C_{out} = 0$ / $\text{योग} = 0$, $C_{out} = 0$
Correct Answer: $\text{Sum} = 1$, $C_{out} = 1$ / $\text{योग} = 1$, $C_{out} = 1$
$\text{Sum} = A \oplus B \oplus C_{in} = 1 \oplus 1 \oplus 1 = 1$, and $C_{out} = AB + BC_{in} + AC_{in} = 1$. / $\text{योग} = A \oplus B \oplus C_{in} = 1 \oplus 1 \oplus 1 = 1$, और $C_{out} = AB + BC_{in} + AC_{in} = 1$।
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