Give the output of the logic gate for the given inputs. 3. OR Gate: A = 1, B = 1, C = 0
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Give the output of the logic gate for the given inputs.
3. OR Gate: A = 1, B = 1, C = 0
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- 4. Figure 2 shows a logic circuit with output F Figure 2. Logic circuit with gate I (AND), gate II (AND), gate III (NOT), gate IV (AND), gate V (EXOR) and gate VI (OR) a. Find the Boolean expression of output F. b. The simplified Boolean expression of Output F. c. If the input A and C were High and Input B was Low, what is output F:4. For the logic circuit shown in Figure below write the required input condition (A,B,C) to make the output X =1. A B) The input waveforms in are applied to logic circuit in figure below. Determine the output waveforms. B G2 C C D D E
- Q1/ Draw the logic circuit after simplify the circuit show below using K. map: A Y. C- Add filo B.Convert the following logic gate circuit into a Boolean expression, writing Boolean sub-expressions next to each gate output in the diagram: C DDFind: a. written simplified boolean expression b. written truth table c. all output that results in 1
- 6. For the follow logic circuit system, the output f is: 5 (A) ab. (B) a + b. (C) a'+b'. (D) a'b'. a bAn X-input exclusive-OR gate and a Y-input exclusive-OR gate (where X=3, Y=4 have their outputs connected to a 2-input exclusive-NORgate. Do the following:a) Draw the logic diagram and analyze the logic expression of the output (in standard SOPform).b) List out all essential prime implicants.Design a combinational circuit with 3-inputs and 1-output. The output is equal to logic-1 when the binary value of the input is less than 3. And the output is logic-0 otherwise.
- Q2/A) Design 8x1 multiplexer using 2x1 multiplexer? Q2 B)Simplify the Logic circuit shown below using K-map then draw the Simplified circuit? Q2/C) design logic block diagram for adding 12 to 5 using full adder showing the input for each adder?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 XA. One way to think of the basic logic gate types (all but the EXOR and EXNOR) is to consider what single input state guarantees a certain output state. For example, we could describe the function of an OR gate as such: “Any high input guarantees a high output.” Identify what type of gate is represented by each of the following phrases: a) Any high input guarantees a low output. b) Any low input guarantees a high output. c) Any low input guarantees a low output.