QUESTION 4 Conditional probability multiplication rule Medical test example. A medical test has been developed to test for a certain condition. The outcomes of this test are not perfect, but...


Can someone please help me with these questions.


QUESTION 4<br>Conditional probability<br>multiplication rule<br>Medical test example.<br>A medical test has been developed to test for a certain condition.<br>The outcomes of this test are not perfect, but reasonably accurate.<br>The probability of a positive or negative result depends on whether the individual actually has the condition or not, and will be given as a conditional<br>probability.<br>p( + | condition ) = 0.9<br>p( - | condition ) = 0.1<br>p( - | not condition) = .95<br>p( +| not condition) = 0.05<br>find the probability of each of the four possible outcomes if 30% of those tested have this condition.<br>

Extracted text: QUESTION 4 Conditional probability multiplication rule Medical test example. A medical test has been developed to test for a certain condition. The outcomes of this test are not perfect, but reasonably accurate. The probability of a positive or negative result depends on whether the individual actually has the condition or not, and will be given as a conditional probability. p( + | condition ) = 0.9 p( - | condition ) = 0.1 p( - | not condition) = .95 p( +| not condition) = 0.05 find the probability of each of the four possible outcomes if 30% of those tested have this condition.

Jun 10, 2022
SOLUTION.PDF

Get Answer To This Question

Related Questions & Answers

More Questions ยป

Submit New Assignment

Copy and Paste Your Assignment Here