In a certain large state university, older students get to choose their classes before younger students; that often means that freshmen don’t get to take the classes they want. Jacob wants to take a really popular course in Russian literature, but his adviser says there’s only a 32% chance that it will be available when he gets to choose his classes. Jacob wonders if his chances are actually better than 32% since in the past few years, 74 of 200 freshmen who requested the course were able to get in. Do these data provide good evidence that freshmen have a better than 32% chance of getting the course if they ask for it? 1. What is the value of z? 2. What is the P-value for this test?

In a certain large state university, older students get to choose their classes before younger students; that often means that freshmen don’t get to take the classes they want. Jacob wants to take a really popular course in Russian literature, but his adviser says there’s only a 32% chance that it will be available when he gets to choose his classes. Jacob wonders if his chances are actually better than 32% since in the past few years, 74 of 200 freshmen who requested the course were able to get in. Do these data provide good evidence that freshmen have a better than 32% chance of getting the course if they ask for it?

1. What is the value of z?

2. What is the P-value for this test? 

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