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[8 pts] In a room there are many professors ( P ) , counselors ( C ) and students ( S ) . Find the sample space of the following two-stage experiment: Stage 1: Flip a coin and record whether tails (T) or heads ( H ) shows up. Stage 2: If tails (T) shows up on stage 1 , select 1 person randomly from the room and record the type of person. If heads ( H ) shows up on stage 1 , flip the coin again and record whether tails or heads shows up. .
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[3] Testing of a student population reveals that 0.3% of the students have the flu, while 4% have COVID, and no students have both. Also, 5% of the student population has a temperature. If 95% of the students with the flu have a high temperature, and 50% of the students with COVID have a high temperature, then if a given student has a high temperature, what is the probability that student has the flu? .
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= 144 , .
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[0.5] Question 3: Draw a circuit using only AND-2, OR-2, and INV/NOT gates that satisfies the following formula: D ( C B + A ) + ( D + C ) . Don't forget about DeMorgan's theorem! .
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