Kevin’s family has a history of diabetes. The probability that Kevin would inherit this disease is 0.75. Kevin decides to take a test to check if he has the disease. The accuracy of this test is 0.85. Question 13 of 44 What is the probability that Kevin has diabetes and the test predicts this? 0.0375 0.1125 0.2125 0.6375 0.8725
What is the probability that Kevin has diabetes and the test predicts this? This means that it asks for when Kevin has diabetes 0.75 and the test predicts it 0.85 You just need to multiply these: 0.6375
We now know that the test predicted that Kevin does not have the disease. Using this information, calculate the probability that Kevin does not have diabetes after the test was taken. what about this?
It is a much more interesting question: What is the probability that the test predicts diabetes?
i really need help with this???
For that question you just need a bit of logic. 0.6375 we get for the first question. An event has to have all the probabilities add up to 1. 1-0.6375=0.3625 What is this probability?
what is a circle is defined by the equation xsquared + ysquared - x - 2y -11/4=0 what are the coordinates for the center of the circle and the length of the radius?
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