Write an expression for the output of the following circuit and complete the truth table C D.D B E + F
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- 3-) Analyze the circuits below and write the Boolean equation for each Part. Simplify the equation using Boolean algebra and determine if they function as an XOR, XNOR or neither. A): Dor B): XD XD . DA device used in cases where only 2 people work in a business where A. and B workers work, gives "logic 1" output if there are only 2 people in the workplace, first obtain the truth table to create the circuit that expresses this situation, then POS Write the function (according to the maxterms) and then draw the circuit of this function. We do not make any simplification in function and circuit. Make sure that your solutions and drawings are legible.Simplify the boolean function using K-map for X1 and X2 together with the don’t care conditions D1 and d2 and complete the table given below. Express the simplified function in product-of-sums form. Specify the corresponding values for don’t care.(Show the prime implicants and essential prime implicants)
- Consider a four-input function that outputs a 0 whenever an even number of its inputs are 1.a) Construct the Truth Tableb) Generate the K-map for the expressionc) Find minimal sum-of-product and draw the circuit diagram.Design a combinational circuit produces the binary sum of two 2-bit numbers x1x0 and y1y0. The output is C, S1, and S0. Provide the truth table and the drawing of the circuit.Use both images and circuits below to answer the question. A) Using the Boolean Algebra Theorems, simplify the circuit and write the SOP expression for f1,f2. Can you identify what common function this circuit implements? B). use the K-Map of function f1, f2 and f3 shown fill in the blanks for table 1.
- Given the logic expression, fill up the truth table and simplify the equation using k-mapping. show clear full solution and the actual k-mapping. I give my thanks in advance :). Note: i already asked a question for this but i'm asking again just to be sure because the final answer from the previous tutor was 1 and i was supposed to make a final circuit out of that as well, and i'm currently not sure how to do that if T=1.TOPIC: Design, Implementation, and simulation of Combinational circuits using K- Map. Simplify the following expression using the Karnaugh Map (K-Map) and implement. Write a truth table for the expression (shown in the picture) and then draw a simplified logic diagram. Implement the expression on the Multisim software and insert snapshots of the implementation. The expression is shown in the picture below:Question: Recall the 1-bit comparator circuit from your Digital Logic course. The working of 1-bit comparator is as follows: It has two inputs of 1-bit each (a and b). There are three outputs of 1-bit each (L, Eq and G). When both inputs are equal, Eq produces a 1, otherwise it produces a 0. When a is less than b (a<b), L produces a 1, otherwise it produces a 0. When a is greater than b (a>b), G produces a 1, otherwise it produces a 0. You have to perform the following tasks: Design the truth table for above and derive the consolidated logic circuit from it. Write the Verilog code for the above circuit using gate-level coding technique. Write the Verilog code for the above circuit using behavioural coding technique. Write the Verilog code for a 4-bit comparator using behavioural coding technique (using if-else or case with vector signals) and then write the Verilog code for an 8-bit comparator using cascaded 4-bit comparators (hierarchical modeling). Hint: You have to first…
- Create the truth table, input and output wave form and the Verilog code (comparator and stimulus) for the logic circuit below. A AB B+C BCSimplify the following Boolean equations. Show your work and list which axiom or theorem you used in each step. Your final equation should be in minimized sum-of-products(SOP) form. X = (A'B + (C+DE')')(A'B + CD + BDE' + C + B') Please list each therom used line by line.4. De Morgans's Theorems i. Explain briefly two type of De Morgan's Theorem i1. Explain briefly the term minterm form Explain briefly the term maxterm form Convert the Boolean expression (CBA)+ (CBĀ) = Y to its maxterm form. Show each step. 111. iv. Convert the Boolean expression (Ā + B + C)(A + B + C) = Y to its minterm form. Show each step. V. Convert the Boolean expression (A + B + C)(A+B + C) = Y to its minterm form. Show each step. vi.