(tco 5) a 4-bit full adder, as shown below, has inputs of a4=1, a3=0, a2=0, a1=1, b4=0, b3=1, b2=1, b1=1, and c0=1. what are the values for s4, s3, s2, s1, c4, c3, c2, and c1?

(9+7+1 = 17), S1=1, S2=S3=S4=0, C1=C2=C3=C4=1.

Explanation:

(Note that the image I found of the full adder assignment, has different input values, I hope that's not a typo you made!)

The A inputs form the number 9 (1001) and B is 7 (0111), and then there is the starting carry (1). The result for S is 0001, but then there's carry C4 which acts as the most significant sum bit (S5) if there are no more inputs, so the overall sum is 1+16 = 17. The individual values are in the table.

answer; ///i believe that neither technician a or technician b are correct answer(both are false);