A study found that 80% of teenagers use social media on a regular basis. John wanted to investigate if the proportion of students at his large high school who use social media is different. He takes a random sample of 90 students and finds that 64 of them use social media on a regular basis. The P-value for the test of the hypotheses, is 0.035. What is the correct interpretation of this value?
Answer
A
Only 3.5% of teenagers in this sample use social media.
B
Assuming 80% of teenagers use social media, there is a 0.035 probability of getting a sample proportion of 0.71 or more that is different from 0.8.
C
Assuming 80% or more teenagers use social media, there is a 0.035 probability of getting a sample proportion of 0.71 or more that is different from 0.8.
D
Assuming this sample was collected correctly, the probability of getting 64 teenagers out of 90 who use social media is 0.035 if 80% of teenagers use social media.