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1. The average score of the "Sultan" Cap Factory employee entrance selection test is 73.55 with a standard deviation of 5.15. If the distribution is normal and there are many 1000 applicants, determine:
a. How many % of candidates have a value of more than 75?
b. How many candidates are between 80 and 90?
c. How many candidates are smaller or equal to 75?
d. How many candidates are worth 80?
The instructor would like to marginally increase the difficulty level of the test by increasing the standard deviation so that 95% of the students have sufficient time to complete the test. What does the increased standard deviation have to be?
Comment on the remark attributed to the first council member, that the sample size is not large enough to "guarantee a statistically sound cross section.
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What symbol represents the Random Variable for this test?
Suppose for events A and B connected to some random experiment, P (A) = 0.50 and P (B) = 0.50. Compute the indicated probability.
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The list of individuals from which a sample is actually selected is called the sampling frame. Ideally, the frame should list every individual in the population
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if the conditions of a survey sample satisfy those required by the central limit theorem then there is a 95 probability
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