Question: Q1 - List the truth table for every output For example, the edge on the left top only lights up when the input is 4(0100),5(0101),6(0110),8(1000),9(1001),0(0000).

 Q1 - List the truth table for every output For example,

the edge on the left top only lights up when the input

is 4(0100),5(0101),6(0110),8(1000),9(1001),0(0000). S0 the truth table is Implement a circuit on simulator.io

to show the led digit. As you can see in the above

animation, every edge in the digit led is controlled by a digital

signal. Thus, we have 7 outputs of the circuit. And every output

was based on 4 inputs from 0 to 9(0000,0001... to 1001). The

pictures below show which edges should be on for every digit. 8

2 1 11 1 0 1 Q1 - List the truth table

for every output For example, the edge on the left top only

lights up when the input is 4(0100),5(0101),6(0110),8(1000),9(1001),0(0000). S0 the truth table is

Implement a circuit on simulator.io to show the led digit. As you

Q1 - List the truth table for every output For example, the edge on the left top only lights up when the input is 4(0100),5(0101),6(0110),8(1000),9(1001),0(0000). S0 the truth table is Implement a circuit on simulator.io to show the led digit. As you can see in the above animation, every edge in the digit led is controlled by a digital signal. Thus, we have 7 outputs of the circuit. And every output was based on 4 inputs from 0 to 9(0000,0001... to 1001). The pictures below show which edges should be on for every digit. 8 2 1 11 1 0 1 Q1 - List the truth table for every output For example, the edge on the left top only lights up when the input is 4(0100),5(0101),6(0110),8(1000),9(1001),0(0000). S0 the truth table is Implement a circuit on simulator.io to show the led digit. As you can see in the above animation, every edge in the digit led is controlled by a digital signal. Thus, we have 7 outputs of the circuit. And every output was based on 4 inputs from 0 to 9(0000,0001... to 1001). The pictures below show which edges should be on for every digit. 8 2 1 11 1 0 1

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