If several lines are simultaneously high, the circuit encodes the highest number. If all the input lines are low, the circuit codes AB = 00, but Eout = 1 is signaled that this code is not validated. In all other cases Eout = 0. - The operation described so far is observed when Ein = 1. If Ein = 0, we have: A = B = Eout = 0. 1- Give the encoder truth table. 2- Give the logical expressions of outputs A, B and Eout as a function of the inputs of EO... E3 and Ein. & 3- Deduce the logic circuit of the encoder.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Section: Chapter Questions
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Exercise 2
Let a combinatorial circuit with 5 input lines and
3 output lines, as shown in the figure opposite. Its
operation is as follows:
When a single input line among EO, E1, E2, E3,
is high, its number is binary coded on outputs A
and B.
E1
E2
E3
Ein
CIRCUIT
COMBINATOI
RE
Eout
A
B
Transcribed Image Text:Exercise 2 Let a combinatorial circuit with 5 input lines and 3 output lines, as shown in the figure opposite. Its operation is as follows: When a single input line among EO, E1, E2, E3, is high, its number is binary coded on outputs A and B. E1 E2 E3 Ein CIRCUIT COMBINATOI RE Eout A B
- If several lines are simultaneously high, the circuit encodes the highest number.
-If all the input lines are low, the circuit codes AB = 00, but Eout = 1 is signaled that
this code is not validated. In all other cases Eout = 0.
-
- The operation described so far is observed when Ein = 1. If Ein = 0, we have: A = B =
Eout = 0.
1- Give the encoder truth table.
2- Give the logical expressions of outputs A, B and Eout as a function of the inputs of
EO... E3 and Ein.
3- Deduce the logic circuit of the encoder.
Transcribed Image Text:- If several lines are simultaneously high, the circuit encodes the highest number. -If all the input lines are low, the circuit codes AB = 00, but Eout = 1 is signaled that this code is not validated. In all other cases Eout = 0. - - The operation described so far is observed when Ein = 1. If Ein = 0, we have: A = B = Eout = 0. 1- Give the encoder truth table. 2- Give the logical expressions of outputs A, B and Eout as a function of the inputs of EO... E3 and Ein. 3- Deduce the logic circuit of the encoder.
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hello please i do not understand the table fron when Ein=1 how do you so to get the values of A and B

 

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