Please do #6 ### Relay Logic for Boolean ExpressionsBelow are the Boolean expressions for which you need to draw the corresponding relay logic:1. **Expression**: \( AB = X \)2. **Expression**: \( A + B = X \)3. **Expression**: \( \overline{A} = X \)4. **Expression**: \( ABC = X \)5. **Expression**: \( AB + CD = X \)6. **Expression**: \( AB + \overline{A} = X \)#### Detailed Explanation1. **Expression**: \( AB = X \) - This represents an AND operation between A and B. Both A and B need to be true for X to be true.2. **Expression**: \( A + B = X \) - This represents an OR operation between A and B. If either A or B is true, X will be true.3. **Expression**: \( \overline{A} = X \) - This represents a NOT operation on A. If A is true, X will be false, and if A is false, X will be true.4. **Expression**: \( ABC = X \) - This represents an AND operation between A, B, and C. All three need to be true for X to be true.5. **Expression**: \( AB + CD = X \) - This represents a combination of AND and OR operations. X will be true if both A and B are true, or if both C and D are true.6. **Expression**: \( AB + \overline{A} = X \) - This is a combination of AND, OR, and NOT operations. X will be true if both A and B are true, or if A is false.#### Note:Ensure to draw the relay logic circuits for each of the above Boolean expressions accurately to visualize how these logical operations can be implemented using relays.

Answered: Please do #6

Engineering

Mechanical Engineering

Please do #6

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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