Final answer:
A Type II error in this statistical test would have the experimenter incorrectly failing to reject the null hypothesis, mistakenly concluding the students' fitness is equal to the general population when they are actually less fit.
Step-by-step explanation:
The concept in question relates to a statistical hypothesis test and specifically the idea of Type I and Type II errors. In hypothesis testing, a Type II error occurs when the null hypothesis is not rejected, even though the alternative hypothesis is true. In the context of this problem, the null hypothesis is that the mean resting pulse rate for the students is equal to the general population of adult males, which is approximately 72 bpm. A Type II error would therefore involve failing to reject the null hypothesis when in fact the students are less fit, meaning their true mean resting pulse rate is higher than the population average.
The correct answer to the question posed by the student, about a possible Type II error, would be: "Conclude that the students have the same fitness (on average) as the general population when in fact they are less fit on average." This is because the action described (not concluding the students are less fit when they actually are) directly corresponds to the definition of a Type II error.