2. For the logic circuit shown: X Y Z BOH F a. Write the Boolean expression that directly implements this circuit. b. Simplify the Boolean expression using Boolean identities. Identify the identities used as each step. c. Simplify the Boolean expression using a Karnaugh map. Show the sum of products form, the truth table, resulting map with the groupings marked, and the simplified expression. d. Draw the combinational circuit resulting from the simplified circuit.

Electric Motor Control
10th Edition
ISBN:9781133702818
Author:Herman
Publisher:Herman
Chapter22: Sequence Control
Section: Chapter Questions
Problem 6SQ: Draw a symbol for a solid-state logic element AND.
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For the logic circuit shown:

1. Write the Boolean expression that directly implements this circuit.

2. Simplify the Boolean expression using Boolean identities. Identify the identities used as

each step.

3. Simplify the Boolean expression using a Karnaugh map. Show the sum of products form,

the truth table, resulting map with the groupings marked, and the simplified expression.

4. Draw the combinational circuit resulting from the simplified circuit.

2. For the logic circuit shown:
X
Y
Z
F
a.
b.
Write the Boolean expression that directly implements this circuit.
Simplify the Boolean expression using Boolean identities. Identify the identities used as
each step.
c. Simplify the Boolean expression using a Karnaugh map. Show the sum of products form,
the truth table, resulting map with the groupings marked, and the simplified expression.
d. Draw the combinational circuit resulting from the simplified circuit.
Transcribed Image Text:2. For the logic circuit shown: X Y Z F a. b. Write the Boolean expression that directly implements this circuit. Simplify the Boolean expression using Boolean identities. Identify the identities used as each step. c. Simplify the Boolean expression using a Karnaugh map. Show the sum of products form, the truth table, resulting map with the groupings marked, and the simplified expression. d. Draw the combinational circuit resulting from the simplified circuit.
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For part C, can you put the expression in sum-of-product form please. Not clear

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