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2. Draw a combinatorial circuit with three binary inputs x0,x1,x2 and four binary outputs z0,z1,z2, z3 such that 2(x2x1x0)8,3=(z3z2z1z0)2c,4 (Note that (x2x1x0)s,3 is an integer

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2. Draw a combinatorial circuit with three binary inputs x0,x1,x2 and four binary outputs z0,z1,z2, z3 such that 2(x2x1x0)8,3=(z3z2z1z0)2c,4 (Note that (x2x1x0)s,3 is an integer represented by the sign-magnitude representation and the output (z3z2z1z0)2c,3 is an integer represented by 2 's complement.) (Hint to get started: create a "truth table" with 0's and 1 's and make a separate circuit for each of the output bits z3,z2,z1,z0.)

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