Purchase Solved ECET 105 Week 4: Homework and Lab

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Purchase Solved ECET 105 Week 4 Homework and Lab

 

ECET 105 Week 4 Homework Assignment # 4 (2 Versions)
  1. Draw a logic circuit that performs the following Boolean expression.
  2. Determine the Boolean expression for the circuit shown below.
  3. The Boolean expression for an AND gate is. Does the expression also describe an AND gate? Prove your answer.
  4. Write the Boolean expression for the logic circuit shown below.
  5. Develop the truth table for the circuit shown in Problem 4.
  6. …… the truth table for the circuit is shown below.
  7. Develop the Boolean expression for the circuit shown in Problem 6.
  8. Draw a logic circuit using only NAND gates to implement the following Boolean expression: Y =AB + C.
  9. Develop a logic circuit, using only NAND gates, to implement a circuit to meet the requirements of the truth table shown below.
  10. Determine the Boolean description for the circuit shown below.

ECET-105 Week 4 Lab: Logic Circuit Design, Simplification, Simulation & Verification

Objectives: The objective of this week’s lab was to design a digital logic circuit using a truth table and sum-of-product(SOP) formulation as well. We also figured out in this week’s lab how to access and use Multisim when using Boolean expressions and the truth table also. Finally, once we figured out how to how properly use Multisim, we started to build and test the logic circuit to verify that the system performs as expected.

Results: From the results from this week’s lab all of the objectives were accomplished.

Conclusions: I concluded from this week’s lab that a Boolean equation can always be converted……..

Observations/Measurements:

Questions: 

  1. Using Multisim, simplify the following Boolean equations. (Hint: Enter the Boolean equation, use the Boolean to Truth Table button, then the Simplify Button.)
  2. Develop the truth table and Boolean SOP expression for the circuit shown below.
  3. Redraw the circuit for Question 2 using only NOT, AND, and OR gates.

 

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