Using an 4X1 multiplexer module to implement the Boolean function f(a,b,c)=b+ac′
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Using an 4X1 multiplexer module to implement the Boolean function f(a,b,c)=b+ac′
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- Design a circuit using a Multiplexer, (((USING A MULTIPLEXER NOT A DECODER))) that has two inputs X, and S, where X represents an 8-bit BCD number,S is a sign bit. The circuit has one output Y, which is the Binary representation of thesigned-magnitude BCD number. A negative output is represented in the Binary 2’scomplement form.Design a combinational logic circuit that takes a 3–bit input and has one output P. The P output should be active high only when the inputs corresponds to a prime number Note: the prime numbers: Prime numbers are 2, 3, 5, 7… Select one: a. P= AC+B b. P= A'C+A'B c. P= AC+A'B d. P= AC+A'B'Q1 Using a multiplexer design a combinational circuit design defined by the following boolean expression: F= y'z'+x'y+yz
- Design a sequence detector circuit using the mealy model to detect when a value is not BCD, for example, when 1111 is generated, it must detect that it is not a BCD value.. Given the function: F(a, b, c) = (a + b)’c + a b c’ + a c a) Create the truth table for function F. 7b) Implement F by means of an 8-to-1 Multiplexer using block diagrams. Implement F by means of a 3-to-8 Decoder using block diagrams and any gates if needed.The basic memory element in a digital circuit is a)Consist of NAND gate b)is a FLIP FLOP c)Consist of NOR gate d)is a shift register
- 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!the following combinational circuit takes two 4-bit numbers( A , B) and takes a single bit control inputUse Karnaugh map to reduce the following Boolean expression then draw the digital circuits for the simplified expression. F= A’BC + ABC’ + A’B’C + A’B’C’ + A’BC’
- Course: Logic Circuit Design Q:Design a 3 bits binary synchronous counter with JK flip-flops. That count the odd numbers.Draw the encoder circuit for the (7,4) cyclic code generated by g(x)= 1+x+x^3 and determinethe coded output for the message sequence [1 0 0 1]A 1bit 4 to 1 multiplexer, the 4 inputs of the multiplexer will be the output of another combinational circuit with A and B as an input:00 = 1bit Adder01 = 1bit Subtractor10 = 1bit Comparator (equals)11 = XOR • truth table• Boolean Expression• Logic Circuit Here is the truth table guide: