A particular diagnostic test for disease X has a sensitivity of 90% and a specificity of 90%. What is the negative predictive value of the test?
The information at this link will enable you to solve the question: https://en.wikipedia.org/wiki/Sensitivity_and_specificity
I've looked through calculations of negative predictive value, and I believe there's not enough information to find it given only the sensitivity and specificity?
There are four cases: (test, actual) (neg, neg) - 90% (neg, pos) (pos, neg) (pos, pos) - 90%
You are missing (neg, pos), but you may be able to deduce it by using various properties of probability.
(pos, pos) + (neg, pos) = 100% In this case: 90% + (neg, pos) = 100% Then we have what we need: NPV = (neg, neg) / [ (neg, neg) + (neg, pos) ]
Ans: 90%...Is that correct?
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