Solving problem N3884 Bayesian probability theory

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3884. An indicator is used to signal that the operation mode of an automatic line deviates from the normal one. It belongs with probabilities of 0.2, 0.3, and 0.5 to one of three types, for which the probabilities of actuation when the normal operation is disturbed are 0.9, 0.7, and 0.6, respectively. Find the probability that an indicator taken at random will work if the normal line is broken.
From the indicator received a signal. Find the probability that the indicator belongs to the first type.

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  • Content type File
  • Content description 30 kB
  • Updated on the site 08.02.2019
Detailed solution. Decorated in Microsoft Word 2003 (Quest decided to use the formula editor)

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Solving problem N3884 Bayesian probability theory
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Cumulative discount

30 $ the discount is 10%
20 $ the discount is 7%
18 $ the discount is 6%
15 $ the discount is 5%
12 $ the discount is 4%
9 $ the discount is 3%
6 $ the discount is 2%
3 $ the discount is 1%
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Your discount:  %

Cumulative discount

30 $ the discount is 10%
20 $ the discount is 7%
18 $ the discount is 6%
15 $ the discount is 5%
12 $ the discount is 4%
9 $ the discount is 3%
6 $ the discount is 2%
3 $ the discount is 1%
Check your discount

Amount of purchases from the seller:  $

Your discount:  %

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