We are interested in estimating the proportion of graduates at a
mid-sized university who found a job within one year of completing
their undergraduate degree. Suppose we conduct a survey and find
out that 347 of the 400 randomly sampled graduates found jobs. The
graduating class under consideration included over 4500
students.
(a) Consider the population parameter of interest. What is the
value of the point estimate of this parameter? 4500
(b) Check if the conditions for constructing a confidence interval
based on these data are met:
np= ____.>= ______
n(1−p)=____ >= _____
The sample observations are ? Independent /Not Independent .
Thus, we may conclude that the conditions ? Are satisfied /Are not
satisfied .
(c) Calculate a 94% confidence interval for the proportion of
graduates who found a job within one year of completing their
undergraduate degree at this university.
( , )
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