| Stat 250 Fall 1998 | Name ________________________________ |
| Activity #4: Introduction to diagnostic testing | Student ID __ __ __ - __ __ - __ __ __ __ |
| Section # 1 2 |
A female student is interested in determining whether or not she should
PANIC about the positive result she received when performing a home pregnancy
test. To answer her question, she finds the following data on the
accuracy of the pregnancy test she used when performed on 1,000 college-aged
women.
| Test | Result | ||
|---|---|---|---|
| True Status | Pregnant (+) | Not Pregnant (-) | Total |
| Pregnant (+) | 48 | 2 | 50 |
| Not Pregnant (-) | 38 | 912 | 950 |
| Total | 86 | 914 | 1000 |
1. What percentage of the women in the sample of 1,000 women were
pregnant?
2. What percentage of the women in the sample of 1,000 women tested
positive?
3. Given a woman is pregnant, what is the probability that she
gets a positive pregnancy test?
4. Given a women receives a positive pregnancy test, what is the
probability that she is truly pregnant?
5. Based on your above answers, argue one way or the other as to whether the student should or should not panic? Can you recommend the next step she should take?