ET1220 Lab 2.1 | Complete Solution
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Instructions:
Complete Part 1 of the attached Unit 2 Lab. Once you have completed Part 1, use this Report Document and answer questions 1 through 3. For question 4, transcribe the test results recorded in the lab’s tables to the tables provided.
Complete Part 2 of the attached Unit 2 Lab. Once you have completed Part 2, use this Report Document and answer questions 5 and 6. For questions 7 through 10, transcribe the test results recorded in the lab’s tables to the tables provided.
Part 1—Implement Part of a Seven-Segment Decoder Using AND-OR Logic Gates
Theory:
For the following truth table, provide a Boolean expression that represents the truth table logic.
CBA Y
000 0
001 0
010 0
011 1
100 0
101 1
110 0
111 1
Planning:
Use Boolean algebra rules to simplify the answer to question #1. Provide your simplification below:
Wiring Procedure:
Which 7447 pins were disconnected prior to connecting the new circuit and rewired after the experiment ended? What is the purpose of the new circuitry?
Test Procedure:
Record the observed values from Lab 2 Table 2-1. Indicate which segments are illuminated for each input.
Inputs Output
Binary
Data Lines BCD Number Seven Segment Display
3 2 1 0
0 0 0 0
0 0 0 1
0 0 1 0
0 0 1 1
0 1 0 0
0 1 0 1
0 1 1 0
0 1 1 1
1 0 0 0
1 0 0 1
Part 2—Process Control using Combinational Logic
Theory:
Provide a truth table for the following Boolean expressions.
X=A ´B ´+A ´B
Y=A ´B+AB
AB X Y
00
01
10
11
Draw a gate structure that represents the truth table. Use Multisim to create the gate structure, use PrintScreen to capture the image and paste it into this report.
Test Procedure:
Record the observed values from Lab 2 Table 2-2. Indicate whether fluid is detected or not detected by each sensor.
Inputs Fluid Detected- True or False
FT FB FT FB
0 0
0 1
1 0
1 1
Record the observed values from Lab 2 Table 2-3. Identify the condition of the valve or warning light.
FT FB Fin Fout Er
0 0
0 1
1 0
1 1
Use the Boolean algebra rules to simplify the following expressions. Record the simplified Boolean expressions.
Fin=(F_T ) ´(F_B ) ´+(F_T ) ´F_B
Fout=(F_T ) ´F_B+F_T F_B
Paste your modified logic solution below.
[Solved] ET1220 Lab 2.1 | Complete Solution
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- Submitted On 27 Mar, 2016 10:16:09
- AceTutor
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