In the country of Genovia, the president wants to ensure that the Monetary Committee can activate a device that opens the countrys safe. The safe system is to be activated by a device that obeys the following rules:
Each member of the Monetary Committee has a button to push.
The vice president or the president has a button to push (at least one of themor bothhave a button to push).
The safe opens only if a combination of the president, the vice president, and a number of the committee members push the button.
Complete the following:
Set the exact constrains of the problem.
Design the safe circuit.
Complete the corresponding truth table.
Explain your rationale on the creation of safe circuit.
Write the corresponding Boolean expression.
Specify the input and output variables and the two states of each.
p = presidents button (1 = pushed, 0 = not pushed)
vp = vice presidents button ( 1= pushed, 0 not pushed)
x, y, z = Monetary committees buttons (1 = pushed, 0 = not pushed)
f = Safe lock (1 = open, 0 = locked))
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