A psychologist is interested in the television viewing habits of teenagers. In particular, she wants to estimate the proportion of teenagers who have a television set in their bedroom. When she constructs a 95% confidence interval based on the data she obtains from a random sample of 1,500 teenagers, the interval ends up being from 0.769 to 0.811. How should we interpret this interval? A. Between 76.9% and 81.1% of all teenagers have a television set in their bedroom. B. If the psychologist were to repeat her sampling process 100 times, 95% of all resulting confidence intervals would be from 0.769 to 0.811. C. We are 95% confident the interval from 0.769 to 0.811 includes the proportion of all teenagers who have a television set in their bedroom. D. We are 95% confident the interval from 0.769 to 0.811 includes the proportion of teenagers in the sample who have a television set in their bedroom. E. With 95% confidence, if you are a teenager, there is a 79% ± 2.1% chance that you have a television set in your bedroom.