On a test of spatial reasoning, it is found that scores for men follow a normal distribution with mean mu = 200 and standard deviation sigma = 60 Scores for women also follow a normal distribution, but with mu = 180 and sigma = 20 What percentage of men's scores fall between 200 and 305 in the distribution (Round your answer to 2 decimal places . What is the probability that a randomly selected woman will have a score greater than 200? (Include 4 decimal places in your answer.)
On a test of spatial reasoning, it is found that scores for men follow a
What percentage of men's scores fall between 200 and 305 in the distribution (Round your answer to 2 decimal places .
What is the probability that a randomly selected woman will have a score greater than 200? (Include 4 decimal places in your answer.)
Suppose individuals who score in the top 5% of the distribution for their gender are eligible to receive a scholarship to a prestigious architecture program . What score would be needed for a man to earn this scholarship ?
What score would be needed for a woman to earn the scholarship (described in previous question ) ?
Would a score of 250 on this test be a better score for a man or a woman
Explain your answer to the previous question. How did you arrive at your decision?
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