
Mish L.
asked 02/18/22In a large population of adults, the mean IQ is 123…
In a large population of adults, the mean IQ is 123 with a standard deviation of 17. Suppose 60 adults are randomly selected for a market research campaign. (Round to 2 decimal places for all z-values and round all other answers to 4 decimal places, if needed.)
(a) The distribution of IQ is (b1)
(b) The distribution of the sample mean IQ is (b2) with a mean of _____ and a standard deviation of ______.
(c) The probability that the sample mean IQ is less than 120 is ______.
(d) The probability that the sample mean IQ is greater than 120 is _______.
(e) The probability that the sample mean IQ is between 120 and 128 is ______.
(b1) options: approximately normal/exactly normal/may or may not be normal/certainly skewed
(b2) options: approximately normal/exactly normal/not normal/skewed left/skewed right
1 Expert Answer

Stanton D. answered 02/20/22
Tutor to Pique Your Sciences Interest
Hi Mish L.,
You've asked 5 questions here, and 7 questions, in great detail, on the same skill set, on successive days, without evidence you've even thought about the problems? That's spamming. Doing your entire problem set for you is first, forbidden under Wyzant rules, and second, won't help you acquire the skills you need. Ask one question, digest the lesson, and do the rest yourself -- that would be appropriate.
-- Cheers, --Mr. d.
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Stanton D.
Come on Mish L. , a large population of adults with an average IQ of 123 wouldn't participate in a market research campaign. A waste of their time! --Cheers, --Mr. d. And by the way, you haven't asked a complete question there in (a); the rest of the parts (b-e) are OK on that. But I don't think z is what you need to convert a population variance into a sample variance?02/18/22