Exercise 4: iTrilogi Problems Act 4.1 There are 4 given inputs: input 1, input 2, input 3, and input 4. The outputs are comprised of output 1, output 2, and output 3 only. The 3 outputs should be off initially. If we were to press input 1, this should cause output 1 to turn on, and should be remained on after releasing input 1. Though, if any output is already on, even before pressing input 1, pressing it should have no effect whatsoever. This behavior should be similar for input 2 and output 2, as well as input 3 and output 3. For input 4, it has a special case, it is used to turn off all the outputs. The outputs should stay off when input 4 is pressed. Input 4 should be able to override all the inputs while pressed. Act 4.2 This time there are 4 inputs and 4 outputs. Each output, O(n), is activated if, and only if, at least (n) inputs are clicked or pressed. The specific combination of buttons pressed does not affect the output. For instance, clicking input 3 and input 4 should only activate output 1 and output 2.

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Please do not only give the step by step answer, but also give the ACTUAL ladder logic solution diagram for both acts. Software used is iTrilogi. (Please show PROPER IMPLEMENTATION ON ITRILOGI or similar programs. Do not use ai)

Exercise 4: iTrilogi Problems
Act 4.1
There are 4 given inputs: input 1, input 2, input 3, and input 4. The outputs are comprised of
output 1, output 2, and output 3 only. The 3 outputs should be off initially. If we were to press
input 1, this should cause output 1 to turn on, and should be remained on after releasing input 1.
Though, if any output is already on, even before pressing input 1, pressing it should have no
effect whatsoever. This behavior should be similar for input 2 and output 2, as well as input 3
and output 3. For input 4, it has a special case, it is used to turn off all the outputs. The outputs
should stay off when input 4 is pressed. Input 4 should be able to override all the inputs while
pressed.
Act 4.2
This time there are 4 inputs and 4 outputs. Each output, O(n), is activated if, and only if, at least
(n) inputs are clicked or pressed. The specific combination of buttons pressed does not affect
the output. For instance, clicking input 3 and input 4 should only activate output 1 and output 2.
Transcribed Image Text:Exercise 4: iTrilogi Problems Act 4.1 There are 4 given inputs: input 1, input 2, input 3, and input 4. The outputs are comprised of output 1, output 2, and output 3 only. The 3 outputs should be off initially. If we were to press input 1, this should cause output 1 to turn on, and should be remained on after releasing input 1. Though, if any output is already on, even before pressing input 1, pressing it should have no effect whatsoever. This behavior should be similar for input 2 and output 2, as well as input 3 and output 3. For input 4, it has a special case, it is used to turn off all the outputs. The outputs should stay off when input 4 is pressed. Input 4 should be able to override all the inputs while pressed. Act 4.2 This time there are 4 inputs and 4 outputs. Each output, O(n), is activated if, and only if, at least (n) inputs are clicked or pressed. The specific combination of buttons pressed does not affect the output. For instance, clicking input 3 and input 4 should only activate output 1 and output 2.
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