Design a Combinational circuit with a Decoder to accept 4-bit number and generate the output binary number equal to the Square of the input number. Derive the truth table. Find simplified output function in Product of Sum (POS). Draw the logic diagram in logisim Simulator
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Design a Combinational circuit with a Decoder to accept 4-bit number and generate the output binary number equal to the Square of the input number.
- Derive the truth table.
- Find simplified output function in Product of Sum (POS).
- Draw the logic diagram in logisim Simulator
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- Find the Maxterm expansion of the truth table and design the corresponding circuit in Quartus II. Simulate your design and verify that it functions properly according to the truth table. Please draw the truth table on paper so I can understand it.Construct a combinatorial circuit using inverters, OR gates, and AND gates that produces the output((¬p∨¬r)∧¬q)∨(¬p∧(q∨r))from input bits p,q, and r.Simplify the circuit using Laws of Boolean Algebra, Rules of Boolean Algebra and Demorgan’s Theorem. Then answer both the unsimplified and the simplified circuit.
- Design a circuit with a 4-bit BCD input A, B, C, D that produces an output W, X, Y, Z that is equal to the input + 3 in binary. For example, 9 (1001) + 3 (0011) = 12 (1100). The outputs for invalid BCD codes are don’t-cares. Write the truth table and the Karnaugh maps used to simplify the Boolean expression!Construct a truth table summarizing the operation of the circuitA combinational logic circuit has inputs A, B, C, D and E. The output Y is given by: fΠ M(15,31) where A is the Most Significant Bit. Give Y in terms of inputs A, B, C, D and E in a Product of Sum format.
- Draw an XOR based logic circuit for detecting odd number of 1''s in 8-bit binary number. With Explanation?Simplify the logic circuit below using boolean algebra laws and rules and draw the simplified logic circuit.Create a 1-bit XOR circuit using only AND, OR, and NOT gates. Explicitly show all steps starting from the truth table for XOR, then listing the logical expressions for when XOR is 1, and then translating the expressions into a circuit.
- Computer Science: Give the correct answer with the correct work being shown You have been asked to implement a digital circuit. This circuit consists of threeinputs (X1, X2, and M) and one output (OUT). When M equals 1, OUT will equal theBoolean OR of X1 and X2. If M equals 0, OUT will equal the Boolean AND of X1 and X2.a. Construct a truth table to describe the behavior of the circuit.b. Write the sum-of-products for OUT.c. Provide an implementation of your sum-of-products. You are to use AND, NOT, andNOR gates only.Define and explain 4-bit binary adder-subtractor logic circuit below. Give the detailed theoretical information for the circuit. Draw the logic diagram of the circuit.Answer this question, part (1), (2) & (3). Design a combinational logic circuit that converts a three-bit binary number from code A to code B, according to the table on the right. Answer the following questions: Code A Code B 000 000 001 001 011 010 010 011 110 100 111 101 101 110 100 111 Construct the truth table for the circuit. Derive the Sum-of-Products (SoPs) Boolean expression for each of the circuit outputs. Using Boolean algebra, simplify the expression you obtained in Part 2 above.