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II. FULL ADDER (LOGIC GATES) A. In Tinkercad, we will implement a Full Adder circuit using basic logic gates. See the diagram below from the lecture slides: y xy (x\oplus y) \oplus z S xy (x\oplus y) z (x\oplus y) z + xy C For Tinkercad, the following parts will be needed: (1x) Breadboard (1x) Power supply (1x) 7486 (Quad, 2-input XOR gate) (1x) 7408 (Quad, 2-input AND gate) (1x) 7432 (Quad, 2-input OR gate) (2x) 330 ohm resistors (for LEDs, from cathode to ground) (2x) LEDs (one red, one green) The "Sum" output will be represented by a Red LED, and the "Carry" output will be represented by a Green LED. B. For your input wires, indicate the wire color for the X, Y, Z inputs. In the example below, X is represented by the green wire, Y by brown, and Z by grey.

          II. FULL ADDER (LOGIC GATES)
A. In Tinkercad, we will implement a Full Adder circuit using basic logic gates. See the
diagram below from the lecture slides:
y
xy
(x\oplus y) \oplus z
S
xy
(x\oplus y) z
(x\oplus y) z + xy
C
For Tinkercad, the following parts will be needed:
(1x) Breadboard
(1x) Power supply
(1x) 7486 (Quad, 2-input XOR gate)
(1x) 7408 (Quad, 2-input AND gate)
(1x) 7432 (Quad, 2-input OR gate)
(2x) 330 ohm resistors (for LEDs, from cathode to ground)
(2x) LEDs (one red, one green)
The "Sum" output will be represented by a Red LED, and the "Carry" output will be
represented by a Green LED.
B. For your input wires, indicate the wire color for the X, Y, Z inputs. In the example below,
X is represented by the green wire, Y by brown, and Z by grey.
        
Show more…
II. FULL ADDER (LOGIC GATES)
A. In Tinkercad, we will implement a Full Adder circuit using basic logic gates. See the
diagram below from the lecture slides:
y
xy
(x⊕y) ⊕z
S
xy
(x⊕y) z
(x⊕y) z + xy
C
For Tinkercad, the following parts will be needed:
(1x) Breadboard
(1x) Power supply
(1x) 7486 (Quad, 2-input XOR gate)
(1x) 7408 (Quad, 2-input AND gate)
(1x) 7432 (Quad, 2-input OR gate)
(2x) 330 ohm resistors (for LEDs, from cathode to ground)
(2x) LEDs (one red, one green)
The "Sum" output will be represented by a Red LED, and the "Carry" output will be
represented by a Green LED.
B. For your input wires, indicate the wire color for the X, Y, Z inputs. In the example below,
X is represented by the green wire, Y by brown, and Z by grey.

Added by Samantha H.

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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II. Full Adder (Logic Gates) A. In Tinkercad, we will implement a Full Adder circuit using basic logic gates. See the diagram below from the lecture slides: For Tinkercad, the following parts will be needed: (1x) Breadboard (1x) Power supply (1x) 7486 (Quad, 2-input XOR gate) (1x) 7408 (Quad, 2-input AND gate) (1x) 7432 (Quad, 2-input OR gate) (2x) 330 ohm resistors (for LEDs, from cathode to ground) (2x) LEDs (one red, one green) The "Sum" output will be represented by a Red LED, and the "Carry" output will be represented by a Green LED. B. For your input wires, indicate the wire color for the X, Y, Z inputs. In the example below, X is represented by the green wire, Y by brown, and Z by grey.
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Transcript

-
00:01 Hello students, in this question we are asked to take two logic gates from the given four gates and we have to verify them through table.
00:11 So first we are taking out the l74ls08 chip.
00:17 So this corresponds to and gate.
00:21 That means this chip is corresponds that is 74ls08 corresponds to and gate and in this there are 14 pins and we have to connect the 7th pin to ground and the 14 pin 2 plus vcc which is connected to the battery and here we can take 5 volt battery and in a 7408 chip we can construct four and gates.
00:49 Here the first pin 1 and pin 2 be the inputs for first and gate and the output will be taken from pin 3.
00:57 Similarly this is input, input 2, output 1 and this 4 and 5 be the inputs for second gate and the 6 will be taken as output.
01:13 So this is output 2 and similarly here pin 10 and pin 9 be the inputs and the corresponding outputs be taken from pin 8.
01:28 Similarly 13 and 12 pins corresponds to inputs and the output is taken from the 11th pin.
01:38 Here we are going to construct only one input only one and gate so we can use the pins 1, 2 and 3...
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