Question: 1. 2. Select X or Y 3. 34. 5. Below is the truth table for the 1-bit full adder. How many 1's in the column

1. 1. 2. Select X or Y 3. 34. 5. Below is the

2. truth table for the 1-bit full adder. How many 1's in theSelect X or Y

3. column for CarryOut How many 1's in the column for Sum Belowis the logic gate implementation for the 1-bit full adder, where A34. and B are the individual bits of input numbers and Ci isthe carry-in bit, X and Y are the outputs. MIPS 32-bit ALUBelow is the logic gate implementation of MIPS 32-bit ALU. Give the5. 4-bit binary numbers for the four ALU control lines [1-bit Ainvert, 1-bit

Below is the truth table for the 1-bit full adder. How many 1's in the column for CarryOut How many 1's in the column for Sum Below is the logic gate implementation for the 1-bit full adder, where A and B are the individual bits of input numbers and Ci is the carry-in bit, X and Y are the outputs. MIPS 32-bit ALU Below is the logic gate implementation of MIPS 32-bit ALU. Give the 4-bit binary numbers for the four ALU control lines [1-bit Ainvert, 1-bit Bnegate, 2-bit Operations] for functions listed in the table below. The answers must be in the format of xxxx, where x is a binary bit. Below is the table that demonstrate the operations of the ALU for different values of ALU control signal. Fill in the missing numbers in the table. - Give 2-digit hexadecimal numbers for the following labels in the table (in the format of xx ) - F1= - G1= - H1= - I1= - J1= - Fill in 0 or 1 for the following labels in the table - F2= F3= - G2= G3= - H2= H3= - 12= 13= - J2= J3= Fill in the missing values in the following Excitation Table for JK flip-flop. Answers must be 0,1 or x Below is the truth table for the 1-bit full adder. How many 1's in the column for CarryOut How many 1's in the column for Sum Below is the logic gate implementation for the 1-bit full adder, where A and B are the individual bits of input numbers and Ci is the carry-in bit, X and Y are the outputs. MIPS 32-bit ALU Below is the logic gate implementation of MIPS 32-bit ALU. Give the 4-bit binary numbers for the four ALU control lines [1-bit Ainvert, 1-bit Bnegate, 2-bit Operations] for functions listed in the table below. The answers must be in the format of xxxx, where x is a binary bit. Below is the table that demonstrate the operations of the ALU for different values of ALU control signal. Fill in the missing numbers in the table. - Give 2-digit hexadecimal numbers for the following labels in the table (in the format of xx ) - F1= - G1= - H1= - I1= - J1= - Fill in 0 or 1 for the following labels in the table - F2= F3= - G2= G3= - H2= H3= - 12= 13= - J2= J3= Fill in the missing values in the following Excitation Table for JK flip-flop. Answers must be 0,1 or x

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