a medical company touts its new test for a certain genetic disorder. (1) the false negative rate is small: if you have the disorder, the probability that the test returns a positive result is 0.999. (2) the false positive rate is also small: if you do not have the disorder, the probability that the test returns a positive result is only 0.005. assume that 2% of the population has the disorder. if a person chosen uniformly from the population is tested and the result comes back positive, what is the probability that the person has the disorder? (hint: please consider the bayes' theorem. ) a. 0.803 b. 0.02 c. 0.204 d. 0.976