10. Write a Boolean expression for F: 11. Write a Boolean expression for F:
Write the Boolean expression first. Then write the simplified expression -CB ID
[19 pts) Suppose that F is a Boolean function represented by a Boolean expression in the variables 2, y If F(x, y) = r +y, then find F(7,5).
5. For the circuit below, a. Write the Boolean expression of X. b. Simplify the Boolean expression. c. Draw the circuit and ladder program for the equation in b).
3: For the given expression, write an equivalent Boolean expression using only addition and complement operations xyz 3: For the given expression, write an equivalent Boolean expression using only addition and complement operations xyz
Given the following circuit with the variable inputs, derive the Boolean expression, simplify the expression using a Karnaugh map and Write the VHDL code. [10] F THE END
4.1 For the digital logic circuit below, write the full Boolean logic expression for the output Z Do not simplify it here.) (10 pts) (10 pts) 42 Now, simplify your Boolean logic expression from 4.1 and write it here
1. Write the Boolean expression for each output from the PLA below: F = F G H 2. Draw the block diagram (not logic gates) and the truth table for a 4-1 multiplexer. Label all inputs, outputs and select lines. 3. Explain the problem with the S-R latch and how it is fixed by the J-K flip-flop 4. Write the truth table for a Gated D Latch: 5. Complete the following timing diagram for the rising-edge-triggered D flip-flop: akrrrr G1
Plot on a K-map, reduce and write the reduced boolean expression 1.F(A,B,C,D) = ∑m(0,1,3,6,7,11,13,14) 2.F = AB’C’D + A’BCD’ + A’B’CD + A’BCD + A’BCD + A’B’C’D 3. F(W,X,Y,Z) =IIM(4,5,6,8,10,12) * D(1,2,13,15)
X y D z - Write the boolean expression:
4. Write the Boolean expression represented by this truth table. NOTE: The components of the expression are up to you to figure out. Each of the columns with '???' represents a Boolean AND, OR or NOT. f g 0 h 0 ??? 0 ??? 1 ??? 0 0 ??? 1 1 0 1 0 1 0 0 0 1 0 0 1 0 1 1 1 1 1 1 1 0 1 0 0 0 0 0 0 1 0...