Realize the given function into equivalent logic circuits. F=(W+Y)(X'+Z')(W'+X'+Y') a. Realize the given function with multilevel NAND gates. b. Realize the given function with NOR gates.
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- An equation in reduced SOP form, is F=AB+B'C+A'C'. I need to draw a logic circuit F using NOT/AND/OR and logoc circuit F using all NAND gates. Thank you for the help. I understood the previous types of gates but I am confused on how to draw these circuits.3. Logic Design a. Create the truth table of a 3-input AND gate. Realize the 3-input AND operation using only 2-input NOR gates. b. Create the truth table of a 3-input OR gate. Realize the 3-input OR operation using only 2- input NAND gates. c. Using AND and OR logic gates, implement the logic function: F(x, y, z) = xy + yz + zx d. Using NAND logic gates, implement the logic function: F(x, y, z) = xy + yz + zxConstruct a circuit diagram that checks whether the two numbers A and B are in the ratio of 2:3. Also, derive the final Boolean equation for the function. F = 1 if A: B = 2: 3,0 otherwise Here, A and B both are 3 bit binary numbers. NB: You cannot use the IC of comparator, meaning for the comparison part, you need to draw the gate level diagram. You can use block level diagrams for the rest of the parts.
- Construct a gate circuit using AND, OR, and NOT gates that corresponds one to one with the following switching algebra expression. Assume that inputs are available only in uncomplemented form. (Do not change the expression.) (WX' + Y)[(W + Z)' + (XYZ')]Logic Gates:* 7404LS (NOT)* 7408LS (AND)* 7432LS (OR)* 7400LS (NAND)* 7402LS (NOR)* 7486LS (EX-OR)Or you can use 74HCxx versions.Task 1: 2-to-1 LINE MULTIPLEXER DESIGNA) Write the truth table of 2-to-1 line multiplexer.B) Draw the circuit diagram by using only NAND & NOT GATES.C) Simulate the circuit that you found in part B.A- Figure 1 shows a 2-input TTL NAND gate. 1). Discuss in details the operation of the NAND circuit 2). Is this circuit saturated logic circuits non-saturated logic? 3). Discuss in bravely the function of DI. +Vec =5V R1 4 kN 13多0 iz R2 1.6 k2 R3 130 2 VB1 Output V82 igo Co R4 1.0 K Figure 1
- Using a K-Map, simplify the logic function F and construct the circuit using only NAND gates. F(x, y, z) = xz + xyz + yzWe want to design a circuit to detect prime numbers.The input of the circuit is a 4-bit binary number and the output is a single bit and should show one when the number is prime and zero otherwise.B. Implement the circuit using a 4× 1 multiplexer and combinational logic gates.C. Implement the circuit using only one decoder and one OR gate. What is the size of the decoder you use?Simplify the following expressions, and implement them with two-level NAND gate circuits: (a) AB'+ABD + ABD’+A’C’D'+A’BC' (b) BD + BCD'+AB’C’D' Draw a logic diagram using only two-input NAND gates to implement the following expression: (AB + A’B') (CD'+C°D)
- Design and draw the logic circuit of the Boolean functions using only NAND gates. Show the simplification process to arrive at the implementable form if necessary. a. f= (X'Y + Z') b. f = (X+Y)'Z1. Design a logic circuit with four inputs A,B,C,D as shown in figure1 and one output Y and whose output will be high if only the input is evenly divisible by 3. A B LY D Figure1 I. Find the SOP Boolean expression of the output Y. I. Draw logic circuit using basic gate and verify the result by using any simulation tools. II. Draw a logic circuit by using NAND gate only. |Implement the function, W using ONE 4-to-1 multiplexer and other logic gates. b) Implement the function, X using ONE 4-to-1 multiplexer and other logic gates. Implement the function, Y using TWO 4-to-1 multiplexer and other logic gates. d) Implement the function, Z using ONE 8-to-1 multiplexer and other logic gates. Table Q1 ВCD Braille A B D W Y 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 A ololO