Question 2: Working with Logic GatesGiven the below Function: F(x, y, z) = (x + y). (y + z) + xyz%3Da- Draw the combinational circuit that directly implements the above Booleanexpression.b- For what values of x, y, and z the output (F) will be 0? Justify your answerusing a truth table. Question 1: Working with MARIEa) Write a MARIE assembly program that implements the below Pseudocode:z=0Input xIf x=0X=x+3Input yIf y>0z=x*yPrint zFor example, if the entered values are 9 and 5, then the output should be 45.N.B: You should include the MARIE code in your Answer (not a screenshot!), with anexplanation of your code.Example:Add One/Add 1 to ACb) Add a screenshot of the simulation, showing the result (A screenshot of the MARIESimulator window after running the program).Instructions:Use “ORG" instruction to start your program at address equivalent to 51210.Use your last university ID two numbers to input the values of x and y.For example, if your ID is 2215161678205, then you will use the number 0 for x and 5 for y.Do not forget to change the representation of the Input and Output windows in the simulatorto Decimal.You should include the proper labels and directives at the end of your program.

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Question 2: Working with Logic Gates Given the below Function: F(x, y, z) = (x + y). (y + z) + xyz a- Draw the combinational circuit that directly implements the above Boolean expression. b- For what values of x, y, and z the output (F) will be 0? Justify your answer using a truth table.

Question 2: Working with Logic Gates Given the below Function: F(x, y, z) = (x + y). (y + z) + xyz a- Draw the combinational circuit that directly implements the above Boolean expression. b- For what values of x, y, and z the output (F) will be 0? Justify your answer using a truth table.

Systems Architecture

7th Edition

ISBN:9781305080195

Author:Stephen D. Burd

Publisher:Stephen D. Burd

Chapter10: Application Development

Section: Chapter Questions

Problem 5VE

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