Experiment 4. Objective: To demonstrate how basic gates can be used to implement any logic function and show how Boolean algebra and Kamaugh maps can be used in reducing logic circuits to their minimum configuration. Procedure: Show how the expression below can be constructed using NAND gates only. F = A.B+C.D+ (A+C)
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- H.W: Reduce the combinational logic circuit in Figure below to a minimum form.(b) Figure Q2(b) shows input waveforms of A, B and C. Draw the logic circuit that will generate the output waveform X. A Inputs B Output X Figure Q2(b) : Input and output waveforms9 Part 1 of 2 Mc Graw Hill Required information Consider the logic gate circuit shown in the given figure. A (S1)-0- B (S2)-0 C (S3)-0- AB B BC B+C What is the Boolean equation for the given figure? ***************** The Boolean equation for the given figure is (Click to select) Note: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part.
- For the input waveforms in Figure , what logic circuit will generate the output waveform shown? Explain in detail for each. Inputs B Output X Inputs B Output XQ1/ Draw the logic circuit after simplify the circuit show below using K. map: A Y. C- Add filo B.(c) Figure Q3(c)(i) shows a register and Figure Q3(c)(ii) shows the input waveforms (CLOCK and Data in) to the circuit. A1 A9 A10 A2 Function generator A3 A11 A12 AS A13 A6 A14 A7 A15 Data in Bop.7) ip.r 82p.7) Logic analyser U1 U2 U3 U4 UO 6. 1. 6 1 6 INVERTER 3 CLK 3 CLK oCLK CLK 5 K K 5 K K 4027 Clock Function generator Figure Q3(c)(i) (i) Determine the type of register as shown in Figure Q3(c)(i).
- 4. For the logic circuit shown in Figure below write the required input condition (A,B,C) to make the output X =1. A Bii) For the circuit shown in Figure B9, a. Find logic functions for Y and Z. b. Simplify function Z using Boolean algebra. Y Figure B9 ABSelect a suitable example for for combinational logic circuit. O a. None of the given choices O b. De-multiplexer O c. PLA O d. Latches