(a) If a student is randomly selected, find the probability that the verbal score is above 500. (b) If 75 students who took the SAT are selected at random, find the probability that their mean verbal score is above 500. (c) If a sample of 15 students is selected randomly, would it be appropriate to use the same methods as in (b) to find the probability that the sample mean is above 500? Why or why not?
For questions (a) and (b):
1) Write the
2) Draw and label a sketch of the distribution, indicating what it is that you are looking for, etc.
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4) Round to 4 decimal places, a and circle your answer
Then, answer (c).
SAT verbal scores are approximately
(a) If a student is randomly selected, find the probability that the verbal score is above 500.
(b) If 75 students who took the SAT are selected at random, find the probability that their mean verbal score is above 500.
(c) If a sample of 15 students is selected randomly, would it be appropriate to use the same methods as in (b) to find the probability that the sample mean is above 500? Why or why not?
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