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$P, Q$, and $R$ are the decimal integers corresponding to the $4$-bit binary number $1100$ considered in signed magnitude, $1$’s complement, and $2$’s complement representations, respectively. The $6$-bit $2$’s complement representation of $(P+Q+R)$ is 

  1. $110101$
  2. $110010$
  3. $111101$
  4. $111001$
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$P = -4$

$Q = -3$

$R = -4$

$P+Q+R = -11$

The 6-bit 2’s complement representation of $-11$ is 110101.
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