The range of n-bit signed magnitude representation is
In sign-magnitude form, 1 bit is the sign and \(n-1\) bits are the magnitude. The largest magnitude is \(2^{n-1} - 1\).
Range = \(-(2^{n-1} - 1)\) to \(+(2^{n-1} - 1)\). (There are two zeros, +0 and −0.)
Answer: (B)
Reinforce your conceptual grasp with related questions from MAH MCA CET 2016:
Take timed full-length mock tests with authentic question distributions, negative marking (+12/-3 in Math), and instant All India Rank calculation.
Start Free Mock Test Series →