From the Truth table below that consists of 4 to 2 encoder extract the Boolean expression and completes the implementation circuit: INPUTS OUTPUTS Y3 Y2 Y1 YO A1 AO 1 1 1 1 1 1 1. 1.

I want to perform addition of the following two binary numbers A and B using a combination of Full adders and Half adders. A3 A2 A1 A0 + B3 B2 B1 B0 where A0 and B0 are LSBS and A3 and B3 are MSBS. Then to add which pair of bits would you use a Half Adder? O a. A1 and B1 O b. A3 and B3 Oc. A2 and B2 O d. A0 and BO

From the following truth table, construct a kmap (sop) and design the combinational logic circuit using 4:1 Multiplexer

Derive the truth table for a majority function which is generated in a combinational circuit when the output is one less than the input if the input has more 1s than 0s. The output is one greater than the input, otherwise. Design a combination circuit using ROM. Use ABC as your input variables and XYZ as your output variables. How many OR gates are need to design the circuit?                                                                                                                                  Which of the output lines are connected to the logic gate for output X?                                                                                                                                  Which of the output lines are connected to the logic gate for output Y?                                                                                                                                  Which of the output lines are connected to the logic gate for output Z?

For the following question, you need to create a truth table, write the Boolean expression for each output based on the truth table, use K-map to simplify the expression if possible, and draw the logic diagram using AND, OR, NOT gate only. 1. Design a 3-bit shifter. a. A0, A1, A2, and S as inputs b. If S=0, then shift one bit to the left and add 0 to the last bit c. If S=1, then shift one bit to the right and add 0 to the first bit d. Y0, Y1, and Y2 as outputs

Determine the Boolean algebra's of the following logic circuits: А ABS B D 3

please include explanations and full solutions

Design a 2-bit 5 operations ALU which can perform the following operations: a) Addition b) Subtraction c) AND d) OR e) NOT Operation Addition Subtraction OR NOT AND Make the truth table also Selection 2 3 4 5 6

Below is a primary encoder truth table. In this table, D3 has the highest priority and D0 the lowest. Update this table so that D0 has the highest priority and D3 has the lowest priority and draw the logic diagram of the primary encoder based on this table.

Simplify the Boolean function and design its logic gate C(x, y, z)               =             XY’Z+X’YZ+XY