Q2. Minimize the combinational logic circuit in the following figure using Karnaugh's map only. Inverters for the complemented variables are not shown.
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- F A,B,C,D) = ∑ (1, 2, 3, 8, 9, 10, 11,14)× d (7, 15) Use Karnaugh map and Quinn McKlausky Method. Draw the logic circuit for the simplified function using NOR gates for both methods. Compare Both methods in terms of cost assuming a Nor gate costs 10 cents.Q (A, B, C) = A̅ .B̅. C + A̅ .B. C + A .B. Obtain the function given as C̅ + A.B.C, simplified by the Karnaugh Map method, in terms of minterms and maxters separately. Set the output functions separately with logic gates with AND NOT for minterms and OR for maxima.Q (A, B, C) = A' .B'. C +A' .B. C + A.B.C' + A.B.C Obtain the simplified function with the Karnaugh Map method in terms of minterms and maxters separately. Set the output functions separately with logic gates with ANDNOT for minterms and ORNOT for maxterms.
- Perform the functions given below with the decoder given below and a suitable logic gate. F1(A,B, C) = ∑m( 3, 5, 6) F2(A,B, C) =∑m ( 1, 4)Consider a family of logic gates that operate under the static discipline with the following voltage thresholds: VI=1.5V, VOL=0.5V, VIH=3.5V, and VOH=4.4V. a. What is the lowest voltage that can be output by an inverter for a logical 1 output? b. What is the highest voltage that must be interpreted by a receiver as logical 0? c. What is the lowest voltage that must be interpreted by a receiver as logical 1?Sometimes “bubbles” are used to indicate inverters on the input lines to a gate, as illustrated in Figure P7.37. What are the equivalent gates for those of Figure P7.37? Justify your answers.
- Define a 2-bit demultiplexer to be a circuit whose single input line is steered to one of the four output linesdepending on the state of the two control lines (A, B). Draw its logic diagram (to the gate level) and specify the exactstate of A and B for each output line when that output line is selected.Use Digital Logic Simulator Fill-in the blank boxes with the correct LOGIC GATE/ Full/Half AdderI need a correct answer, not wrong answer, please answered it step by step please i gave vote Question: With necessary diagrams and equations, describe the operations of single-phase half-bridge andfull-bridge inverters. Briefly describe the internal and external control of inverters.
- Draw the equivalent logic diagram of the set-up belowPerform the functions given below with the decoder given below and a suitable logic gate. ?1(?,?, ?) = ∑m( 3, 5, 6) ?2(?,?, ?) =∑m ( 1, 4)Design a serial adder using the following: Explain the operation briefly, list thestate table (must include present state, inputs, next state, output and flip-flopinputs) and draw the logic diagrama. Using D flip flop, shift registers and necessary logic gatesb. Using JK flip flop, shift registers and necessary logic gates