Hey To All I Need To Solve This Task It Is The Task For Bayesian Networks Subjec

Hey to all! I need to solve this task! It is the task for Bayesian networks subject. Someone can help?

We have two sensors that are meant to detect extreme temperature, which occurs 20% of the time. The sensors have identical specifications with a false positive rate of 1% and a false negative rate of 3%. If the power is off (dead battery), the sensors will read negative regardless of the temperature. Suppose now that we have two sensor kits: Kit A where both sensors receive power from the same battery, and Kit B where they receive power from independent batteries. Assuming that each battery has a 0.9 probability of power availability, compute the probability of extreme temperature given each of the following scenarios:

(a) The two sensors read negative.

(b) The two sensors read positive.

(c) One sensor reads positive while the other reads negative.

Thanks in advance!

 

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