Simplify the following Boolean Function using K-map: F (a, b, c) Σ(0,1,5,6,7) and implement the above function (a) With logic gates (AND, OR, Inverters) (b) With NAND gates (c) 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.Given the function f(a,b,c,d)-IIM(3,4,5,10,11,12,13), find the minimum POS form using a K-Map. Draw a logic diagram of the minimum POS form using AND, NOT, and OR gates. using only NOR gates. Draw a logic diagram for the minimum POS form4. For the NOR gate function shown below a) Write the switching expression for the output, F(A,B,C,D) b) Simplify this switching function so that the only gates involved are AND, OR, and NOT gates. c) Draw the logic diagram of this simplified expression using only AND, OR, and NOT gates. am 1, S..pdf DII PrtScn F8 Home F9 End F10 F3 F4 F5 F6 F7 &
- With the following functions use a 4:1 multiplexer(mux) and minimum number of extra gates. Remember that to create the inverse of an input variable (i.e., A’, B’, etc.), you need to use an inverter. Hint:remember that you may need to try different variables on the select lines (i.e., A and B, or B and C, or A and C) to find the solution with the minimum number of extra gates. Implement each of the functions from from the above question using a 2:1 multiplexer(mux) and a minimumnumber of extra gates. Hint:remember that you may need to try different variables (i.e., A or B or C) on the select line to find the solutionwith the minimum number of extra gates. please explain in detail with a truth table as well as the schematics using a MUX.Derive an equivalent logic circuit of the circuit shown using only all NOR GATES. Determine the number of TTL NOR-gate ICs in the designA OR1 B NAND1 P- AND1 Q2.1 Boolean Aigebra in Verilog Create a module in Verilog implementing the above circuit as faithfully as possible. In particular, use three assign statements, one for each logic gate.
- Exclusive OR (XOR) and Exclusive NOR (XNOR) gates can be used a. as parity generators b. as parity checkers c. as comparators d. as controlled inverters e. as all of the given answersa) Create a 4 Variable Karnaugh Map in paper by mapping 1’s for given standard SOP Boolean expression. After mapping , make relevant groups within Karnaugh Map by considering rules for making groups for 4 variable Karnaugh Map. After making relevant grouping , extract the minimum SOP expression by considering rules for extracting minimum SOP using Karnaugh Map. * Standard SOP: *Create Circuit Diagram using logic gates and logic converter in Multisim for given standard SOP and minimum SOP which you have solved. Do make sure that truth table for both expressions should evaluate same result.Disscussion 1- In OR gate table why 1+ 1 = 1? 2- Explain the basic logic gates, complete three and four input logic gates truth table.. 3- What is the purpose of a truth table and algebraic function? 4-What is the purpose of an inverter in a digital circuit? -5- When is the output of an OR gate HIGH? -6- When is the output of an OR gate LOW? 7- Describe the truth table for a 3-input OR gate.
- The input to a combinational logic circuit is 4-bit binary number (A, B, C, D). Design the circuit strictly using NAND gate with two outputs (Y1 and Y2) for the following conditions: Output Y1 is low when the input binary number is less than or equal to 7. Output Y2 is high when the input binary number is less than or equal to 7.Examine the circuit given below. Write the expression for outputs Q1, Q2, and Q. Clearly indicate which logic gate Q output is using Boolean Algebra and write the name of this logic gate.5. Simplify the following function using K-Map and draw logic diagram for that. E(A, B,CD)=Em(0,1,2,3,4,5,7,8,10,11,12,13,14,15)