Need truth table for this
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Need truth table for this
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- This is a review question, please help me simplify the logic circuit using: a.) Axioms b.) Associative Law c.) Karnaugh Map I need 3 answers of the logic simplification for each law, and show its truth table. Your answer will really help me please, I will give you a good feedback review if all of my questions are answered.Construct the equivalent circuits using logic gates and explain your answer. There are two teams namely team A and team B. Both teams have two members, for team A member (a1 and a2) and for team B member (b1 and b2). Both members of the team should finish the initial stage of the game to be in the final stage. Either team A or team B can win the final stage.Design a logic circuits w/ 4inputs (A(MSB), B,C,D(L,S,B)) and 1 output x. The 4 inputs represent switches in a vending machine. The switches can be either open (0) or closed (1) The X output becomes high if and only there are two or more switches closed at the same time. Furthermore it is impossible for the first A and the last switch D to be closed at the same time. Reqd: 1.) complete and labeled truth table 2.) canonical sop form expression 3.) grouped kmap 4.) minimum SOP expression
- INSTRUCTIONS • Create a project, create a VI and Design the logic circuits below. You can create all the circuits in one VI. When done, use the save all function to save the project and the VI. Zip (not RAR) and save the files under your ID and name e.g. 10448989_Matthew_Fiifi_Hayford.zip. 1. F(X, Y, Z) = X + YZ Design the logic diagram below and simulate. Ensure that you get the output as shown in the truth table. X Y Z X+YZ or F 000 001 010 011 100 101 11 111 1 Y 1 1 1 > NAnalyze the logic function of the circuit A₁ B₁ CH D -S₁What logic function is performed by this circuit? VDD a. O d. e. A b. None OC AB AB A+B A+B O f. B AB M₁ M₂ M3 M4 F M5
- Question 3 Below is a Boolean expression. For the circuit corresponding to this Boolean expression, there is an equivalent circuit with at most two logic gates. Find it. Be sure to show your work. (~ P^~Q) V (~ PAQ) V (PA~Q)DO NOT COPY ANSERWS IT'S INCORRECT A very detailed solution and if you can use a program to design after the work please do.Problem : Design a circuit that takes a 3-bit number and increments it by two using a minimum number of 4x1 Mux's and a minimum number of logic gates the output is 4 bits. Show your work and label all inputs/outputs appropriately.SUBJECT: DIGITAL DESIGN AND LOGIC CIRCUITS FOR COMPUTER ENGINEERS TOPIC: LOGIC DESIGN USING DECODER AND MUTLIPLEXER NOTE: I need full complete solution and correct. Thanks you so much. Please help me!! 1. Implement the logic function F(A, B, C) = AB' + BC + A'C' using 3x8 Decoder. 2. Implement the logic function F(A, B, C) = AB' + BC + A'C' using multiplexer. 3. Design a combinational circuit with three inputs, x, y, and z, and three outputs, A, B, and C. When the binary input is 0, 1, 2, or 3, the binary output is one greater than the input. When the binary input is 4, 5, 6, or 7, the binary output is two less than the input. Implement your design using multiplexer.
- 2. Sequential circuit shown below has two flip-flops A and B and one input x. It consists of a combinatorial logic connected to the flip-flops, as shown in Figure below. Analyze the circuit: a. Derive the next state and output equations. b. The state table of the circuit. c. Draw the state diagram. A K. 2-t0-1 MUX Y B' CLKanswere fast please question from DIGITAL LOGIC DESIGN TOPIC : Designing Combinational Logic You are designing a water level circuit using 74ALS151 (8 to 1 Multiplexer IC)* When input is 0000 that means tank is empty.* When input is 1111 that means tank is full.* When input is below 5, that means water level is low.* So, make a circuit using 74ALS151 Multiplexer IC that shows a "low water" indicator light(by setting an output L to 1) when the water level drops below level 5.Detailed Solution please Detailed Solution please Detailed Solution please Problem : Design a circuit that takes a 3-bit number and increments it by two using a minimum number of 4x1 Mux's and a minimum number of logic gates the output is four bits. Show your work and label all inputs/outputs appropriately.