1:22 Homework2 S24_64688b88db19e... Done 5. The Engineering Center has Building automation designed to conserve energy. If a room is too cold while another is too hot. Air exchanges occur instead of both heating and cooling the respective spaces. Let F be the Boolean that initiates air conditioning in EC 359, using positive logic. A, B, and C are input Booleans that respectively indicate whether any of the three adjacent rooms are too cold, but they use negative logic. D is an input Boolean that indicates that EC 359 is too hot. Strangely enough, it uses positive logic. Derive the k-map and give the optimal equation for F and give the equation.

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5. The Engineering Center has Building automation designed to conserve energy. If a room is too cold
while another is too hot. Air exchanges occur instead of both heating and cooling the respective
spaces. Let F be the Boolean that initiates air conditioning in EC 359, using positive logic. A, B, and C
are input Booleans that respectively indicate whether any of the three adjacent rooms are too cold,
but they use negative logic. D is an input Boolean that indicates that EC 359 is too hot. Strangely
enough, it uses positive logic. Derive the k-map and give the optimal equation for F and give the
equation.
Transcribed Image Text:1:22 Homework2 S24_64688b88db19e... Done 5. The Engineering Center has Building automation designed to conserve energy. If a room is too cold while another is too hot. Air exchanges occur instead of both heating and cooling the respective spaces. Let F be the Boolean that initiates air conditioning in EC 359, using positive logic. A, B, and C are input Booleans that respectively indicate whether any of the three adjacent rooms are too cold, but they use negative logic. D is an input Boolean that indicates that EC 359 is too hot. Strangely enough, it uses positive logic. Derive the k-map and give the optimal equation for F and give the equation.
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