Determine the percentage of college students
The number of hours college students spend working per week has a normal distribution with a mean of 22 hours and a standard deviation of 6 hours. Determine the percentage of college students who work between 16 and 28 hours per week.
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The wearout of mileage of a Sparky All Weather tire is normally distributed with a mean of 33000 miles and a standard deviation of 2600 miles.
Compute p value for the two sided exact binomial test. Compute p value of two sided exact binomial test, utilizing distance approach and then again with probability approach.
For every set of primes and the choice of e, compute the private key and public key, then utilize them to encrypt message F (or 6) then decrypt resulting cipher text, respectively.
Suppose that 21 year old men's heart rates at rest are normally distributed with a mean of 72 beats per minute. If 600 men are examined, how many would you expect to have a heart rate of less than 73?
If X is a normal random variable with mean 11, and if the probability that X is less than 12.10 is .72 (as shown below), then what is the standard deviation of X? (Note: the diagram is not necessarily to scale.)
Translate given statement into symbols of formal logic: If you are not in South Korea, then you are not in Seoul or Kwangju.
If X is the normal random variable with standard deviation 4.00, and if the probability that X is more than 5.52 is .1271 (as shown below), then what is the mean of X? (Note: the diagram is not necessarily to scale.)
One large course has 900 students, broken down in section meetings with 30 students each. The section meetings are led by TA's. On the final, the class avg is 63 and the SD is 20. However, in one section the avg. is only 55. The TA argues this way
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