Use (AND - OR - XOR) Gates only

Components ICs: 2-Input AND (7408), 2-Input OR (7432), 2-Input XOR (7486), Resistors, LEDs Lab equipment: breadboard, power supply, nultimeter A Full Adder is a logic circuit that performs an addition on three binary digits and produces a sum and a carry value, both also binary digits. The circuit has inputs A, B, and Cin (carry-input), and output S (sum) and Cot (carry-output) as illustrated below in its block diagram (left) and circuit diagram (right). Note that the circuit diagram is a simplified version from the one presented in the lecture. Cin Cout Full Adder Cin out A Ripple-Carry Adder is a circuit that consists of a group of Full Adders arranged in such a way that allows them to perfom the addition of 2's complement binary numbers. The number of Full Adders recquired in order to make a Ripple-Carry Adder is the same as the mumber of bits of the largest binary operand to be added. Prelab 1. Draw the block diagram for a Ripple-Carry Adder that allows for the addition of two binary umbers that are 3-bit long 2. Provide your circuit with the ability to detect arithmetic overflow 3. Calculate the results for the following operations involving 2's complement numbers and determine whether overflow occurs 101 010 011 +011 010 010