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Problem Statement: A combinational logic circuit is to be designed to implement the multi-function gate depicted below. X and Y are the select inputs that choose one of the three functions to implement, and B are the function data inputs. For example, if X = 0 and Y=0, the selected function is NAND; so F = A NAND B in this case. X 0 0 1 1 A B Y 0 1 0 1 F A NAND B A XOR B A OR B Undefined Multi- Function Gate F X Y Prelab (to be completed on Blackboard): 1) Write F in minimal SOP form. (Hint: make a truth table with inputs: X, Y, A, B). 3) Minimize Fusing Boolean algebra to design the combinational logic circuit using the fewest number of IC chips. The person(s) using the minimal number of IC chips will receive 5 points extra credit for this lab. Create your minimal logic diagram on the computer to be turned in on blackboard, and note the type and quantity of all SSI chips used.

Problem Statement: A combinational logic circuit is to be designed to implement the multi-function gate depicted below. X and Y are the select inputs that choose one of the three functions to implement, and B are the function data inputs. For example, if X = 0 and Y=0, the selected function is NAND; so F = A NAND B in this case. X 0 0 1 1 A B Y 0 1 0 1 F A NAND B A XOR B A OR B Undefined Multi- Function Gate F X Y Prelab (to be completed on Blackboard): 1) Write F in minimal SOP form. (Hint: make a truth table with inputs: X, Y, A, B). 3) Minimize Fusing Boolean algebra to design the combinational logic circuit using the fewest number of IC chips. The person(s) using the minimal number of IC chips will receive 5 points extra credit for this lab. Create your minimal logic diagram on the computer to be turned in on blackboard, and note the type and quantity of all SSI chips used.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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1. Problem statements of the circuit to be designed
Problem Statement: A combinational logic circuit is to be designed to implement the multi-function gate depicted below. X and Y are the select inputs that choose one of the three functions to implement; and B are the function data inputs. For example, if X = 0 and Y=0, the selected function is NAND; so F = A NAND B in this case. X 0 0 1 1 A B F A NAND B A XOR B 0 A OR B 1 Undefined Y 0 1 Multi- Function Gate F X Y Prelab (to be completed on Blackboard): 1) Write F in minimal SOP form. (Hint: make a truth table with inputs: X, Y, A, B). 3) Minimize Fusing Boolean algebra to design the combinational logic circuit using the fewest number of IC chips. The person(s) using the minimal number of IC chips will receive 5 points extra credit for this lab. Create your minimal logic diagram on the computer to be turned in on blackboard, and note the type and quantity of all SSI chips used.
Transcribed Image Text:Problem Statement: A combinational logic circuit is to be designed to implement the multi-function gate depicted below. X and Y are the select inputs that choose one of the three functions to implement; and B are the function data inputs. For example, if X = 0 and Y=0, the selected function is NAND; so F = A NAND B in this case. X 0 0 1 1 A B F A NAND B A XOR B 0 A OR B 1 Undefined Y 0 1 Multi- Function Gate F X Y Prelab (to be completed on Blackboard): 1) Write F in minimal SOP form. (Hint: make a truth table with inputs: X, Y, A, B). 3) Minimize Fusing Boolean algebra to design the combinational logic circuit using the fewest number of IC chips. The person(s) using the minimal number of IC chips will receive 5 points extra credit for this lab. Create your minimal logic diagram on the computer to be turned in on blackboard, and note the type and quantity of all SSI chips used.
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