Dentist probability part 1 Question 1 The table below contains the full joint probability distribution related to the occurrence of toothaches. toothache catch not toothache not catch catch 0,026 0,059 not catch 0,111 0,008 0,172 0,434 cavity 0,14 not cavity 0,05 Using these values, calculate P(toothache/cavity) (round all answers to 3 decimal places and use a period as a decimal separator):

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Dentist probability part 1
Question 1
The table below contains the full joint probability distribution related to the occurrence of toothaches.
toothache
catch
not toothache
not catch catch
0,14 0,026
0,059
not catch
0,111 0,008
0,172 0,434
cavity
not cavity 0,05
Using these values, calculate P(toothache/cavity) (round all answers to 3 decimal places and use a period as a decimal separator):
Transcribed Image Text:Dentist probability part 1 Question 1 The table below contains the full joint probability distribution related to the occurrence of toothaches. toothache catch not toothache not catch catch 0,14 0,026 0,059 not catch 0,111 0,008 0,172 0,434 cavity not cavity 0,05 Using these values, calculate P(toothache/cavity) (round all answers to 3 decimal places and use a period as a decimal separator):
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