write a conditional probability table a. The priori probability of an animal being present in front of one of the detection systems is 0.05. b. If an animal is present at one time step, then the probability the animal will still be there in the next time step is 0.9, whereas if there is no animal at a time step then the probability there will be one in the next time step is 0.05. c. The camera detection module falsely detects an animal with a probability of 0.1 and accurately reports an animal with a probability of 0.7. d. The microphone array accurately detects an animal with probability 0.8 but false reports an animal with a probability of 0.4

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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write a conditional probability table
a. The priori probability of an animal being present in front of one of the detection systems is 0.05.
b. If an animal is present at one time step, then the probability the animal will still be there in the
next time step is 0.9, whereas if there is no animal at a time step then the probability there will be
one in the next time step is 0.05.
c. The camera detection module falsely detects an animal with a probability of 0.1 and accurately
reports an animal with a probability of 0.7.
d. The microphone array accurately detects an animal with probability 0.8 but false reports an
animal with a probability of 0.4
Transcribed Image Text:write a conditional probability table a. The priori probability of an animal being present in front of one of the detection systems is 0.05. b. If an animal is present at one time step, then the probability the animal will still be there in the next time step is 0.9, whereas if there is no animal at a time step then the probability there will be one in the next time step is 0.05. c. The camera detection module falsely detects an animal with a probability of 0.1 and accurately reports an animal with a probability of 0.7. d. The microphone array accurately detects an animal with probability 0.8 but false reports an animal with a probability of 0.4
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