The following circuit shows a 3-bit Carry-Look-Ahead (CLA) adder. What is the Sum of Products (SOP) expression that represents the CLA module below? =A0??B0?+C0?(A0?+B0?) Circle only one letter below. =C1?=A0?B0?+C0?(A0?+B0?) (a) C2=(A1+B1)?[A0?B0+(A0+B0)?C1] (b) C2=A1?B1+(A0+B0)?C1 (c) C2=(A1+B1)?[A0?B0+(A0+B0)?C0] (c) C2=A1?B1+(A1+B1)?[A0?B0 solutionspile.com

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The following circuit shows a 3-bit Carry-Look-Ahead (CLA) adder. What is the Sum of Products (SOP) expression that represent

The following circuit shows a 3-bit Carry-Look-Ahead (CLA) adder. What is the Sum of Products (SOP) expression that represents the CLA module below?

= A_{0} ? B_{0} + C_{0} (A_{0} + B_{0})

Circle only one letter below.

= C_{1} = A_{0} B_{0} + C_{0} (A_{0} + B_{0})

(a)

C 2 = (A 1 + B 1) ? [A 0 ? B 0 + (A 0 + B 0) ? C 1]

(b)

C 2 = A 1 ? B 1 + (A 0 + B 0) ? C 1

(c)

C 2 = (A 1 + B 1) ? [A 0 ? B 0 + (A 0 + B 0) ? C 0]

(c)

C 2 = A 1 ? B 1 + (A 1 + B 1) ? [A 0 ? B 0 + (A 0 + B 0) ? C 0]

(e) None of above

C_{2} = (A_{1} + B_{1}) ? [A_{0} ? B_{0} + (A_{0} + B_{0}) ? C_{1}]

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