The car will not start (S=0) whenever the following conditions arises : (I)The key is not in ignition (A) , or (II) the front doors(B) or back doors (C) are not locked properly , or( III) the seat belt of the driver is not locked properly (D) . The key in ignition , locked doors , and locked seat belt produces the output HIGH. Obtain the truth table and minimize the Boolean function using Boolean algebra .

Electric Motor Control
10th Edition
ISBN:9781133702818
Author:Herman
Publisher:Herman
Chapter3: Magnetic Starters
Section: Chapter Questions
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The car will not start (S=0) whenever the following conditions arises : (I)The key is not in ignition (A) , or (II) the front doors(B) or back doors (C) are not locked properly , or( III) the seat belt of the driver is not locked properly (D) . The key in ignition , locked doors , and locked seat belt produces the output HIGH. Obtain the truth table and minimize the Boolean function using Boolean algebra . Implement the logic circuit using the suitable logic gates .
12:39
O a 42%
You
7 minutes ago
2. The car will not start (S = 0) whenever the following conditions arises: (I) The key is not in
ignition (A), or (II) the front doors (B) or back doors(C) are not locked properly, or (III) the seat
belt of driver is not locked properly (D). The key in ignition, locked doors, and locked seat belt
produces the output HIGH. Obtain the truth table and minimize the Boolean function using
Boolean algebra. Implement the logic circuit using the suitable logic gates.
Transcribed Image Text:12:39 O a 42% You 7 minutes ago 2. The car will not start (S = 0) whenever the following conditions arises: (I) The key is not in ignition (A), or (II) the front doors (B) or back doors(C) are not locked properly, or (III) the seat belt of driver is not locked properly (D). The key in ignition, locked doors, and locked seat belt produces the output HIGH. Obtain the truth table and minimize the Boolean function using Boolean algebra. Implement the logic circuit using the suitable logic gates.
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Simplification of Boolean Functions Using Karnaugh Map
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