A combinational circuit is divided into two sub circuits N 1 and N 2 as shown The sub circuit N1 performs the division of the binary number ABC by two The outputs E and D represent the quotient (result) of the division and F represents the remainder The sub circuit N2 has Z as an output PART 1 Write the expression of Z in terms of D, E, and F as sum of product PART 2 Complete the truth table of the circuit A B C F E D Z PART 3 Write D, E and F as minterms expansion PART 4 Write Z as Maxterms expansion in terms of A, B, and C A combinational circuit is divided into two sub circuits N1 and N2 as shown The sub circuit N1 performs the division of the binary number ABC by two The outputs E and D represent the quotient (result) of the division and F represents the remainder The sub circuit N2 has Z as an output N2 A Z B OB 1 Write the expression of Z in terms of D, E, and F as sum of product 2 Complete the truth table of the circuit ABC FED Z 3 Write D E and F as minterms expansion 4 Write Z as Maxterms expansion in terms of A, B, and C

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Question: A combinational circuit is divided into two sub-circuits N 1 and N 2 as shown. The sub-circuit N1 performs the division of the binary number

A combinational circuit is divided into two sub-circuits N1 and N2 as shown.

The sub-circuit N1 performs the division of the binary number ABC by two. The outputs E and D represent the quotient (result) of the division and F represents the remainder.

The sub-circuit N2 has Z as an output.

PART 1- Write the expression of Z in terms of D, E, and F as sum of product.
PART 2- Complete the truth table of the circuit.

A B C

F E D

Z
PART 3-Write D, E and F as minterms expansion.
PART 4- Write Z as Maxterms expansion in terms of A, B, and C.

A combinational circuit is divided into two sub-circuits N1 and N2 as shown. The sub-circuit N1 performs the division of the binary number ABC by two. The outputs E and D represent the quotient (result) of the division and F represents the remainder. The sub-circuit N2 has Z as an output. N2 A Z B OB 1. Write the expression of Z in terms of D, E, and F as sum of product. 2. Complete the truth table of the circuit. ABC FED Z 3. Write D. E and F as minterms expansion. 4. Write Z as Maxterms expansion in terms of A, B, and C

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