Use Logisim to simulate the circuit in figure 3 using: a b x1 x1 x1 1F1 Figure 3. A simple circuit. a. NOT / AND / OR gates. b. the IC library using NOT / AND / OR ICs.

A synchronous state machine has two inputs (X1 and X2) and one output (Z). The relationship between the inputs and output is described in the following waveforms. The designer needs for . . NOT-gates for .......... implementing the circuit of the aforementioned state machine. * X1 X2 N.

Given the following circuit, do the following:1. Write the Boolean expression, for the output of each gate, of the circuit shown.2. Simplify the expression obtained in numeral 1, using the laws, rules and/or theorems of Boole's algebra.3. Build the truth table for the circuit.4. Make the logic circuit of the most simplified expression.5. Obtain the Karnaugh map.

boolean expression: P = not((not(a.b) + c) + a.c)  (c) Show that P (the Boolean expression above) is equivalent to the Boolean expression Q = a · b · not(c) and draw the corresponding circuit.

Draw a logic diagram for the Boolean function F = x ′ y + x y ′ .

What are the advantages of understanding Boolean expressions and gate logic?

Draw a logic Circuit Before simplifying and Simplify the equation with Boolean algebra

What will be output of the given logic circuit if A = 0, B = 1, C = 1, D = 0.

Draw truth table , Circuit Diagram & final equation

Draw the truth tables for the following Boolean expressions. xy+yz+xz x¯y+yz¯+x¯z (x⊕y)+(y⊕z)+(x⊕z) (xy)¯⊕ z 2.Draw circuit diagrams implementing each of the above expressions. You may simplify the expressions or not, as you choose. You may use any of the six fundamental logic gates (AND, OR, NOT, NAND, NOR and XOR). I need help on question 2 containing the circuit diagrams