Need help with Question number 5. I seem to be getting it wrong according to my instructor's feedback.

Problem #1 (Applying the Rules of Probability) Recently, a drug company developed a test for the flu. This test was used on many subjects and the results are shown in the table. Tested Positive Tested Negative Had the Flu 392 8 Didn't Have the Flu 9980 189620 Use this table to answer the following questions. Write all probabilities in percent form rounded to the nearest hundredth. (if necessary). For best results, I suggest you give the fraction you computed as well as the probability (this way I know where your answer came from). For example, 54.56%. It is also a good idea to show the fraction that your probability came from. For example, if your probability is 3/11, you could write 3/11 = 27.27%. 1 ) How many people were tested? 2 ) What is the probability that one selected person had the flu? Write your answer in percent form. 3) What is the probability someone tested positive, given that they do not have the flu? This is called the false positive rate. 4) What is the probability someone tested negative, given that they had the flu? This is called the false negative rate. 5 ) What is the probability that someone in this study got an accurate test result? 6) If someone tested positive, what is the probability that they actually had the flu? That said, how reliable is a positive test result? 7 ) If someone tested negative, what is the probability that they actually did not have the flu? That said, how reliable is a negative test result