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Each person in a random sample of 225 male teenagers and a random sample of 306 female teenagers was asked how many hours he or she spent online in a typical week. The sample mean and standard deviation were 15.1 hours and 11.3 hours for males and 14.1 and 11.8 for females. (Use a statistical computer package to calculate P.)
t = (Round the answer to two decimal places.)
df =
P = (Round the answer to three decimal places.)
One set of 12 pairs of scores, X and Y values, produces a correlation of r = 0.90. If SSy = 200, find the standard error of estimate for the regression line.
a major brokerage company has an office in miami florida. the manager of the office is evaluated based on the number of
From Group of 40 People, a jury of 12 people is selected. In how many various ways can a jury of 12 people be selected?
Consider the following hypothesis test What is the value of the test statistic? What is the p-value? With a=.05, what is your conclusion, reject or accept?
The recorder has an instantaneous failure rate of 0.0002 failures/hour (constant rate). What is the probability that the system is functioning after 1000 hours? (Show work).
suppose cholesterol levels of adult women have a mean of 188.9 and sd of 20.9. what is the probability that a randomly
a researcher conducted a study that examined the proportion of high school students who cheated on tests at least twice
What are the optimal values of A and B? What is the minimum cost and if the cost of B could be reduced to $42 per unit, how many units of B would be optimal? What would the minimum cost be?
The lengths of human pregnancies are normally distributed with a mean of 268 days and a standard deviation of 15 days. What is the probability that a pregnancy lasts at least 300 days?
For a binomial probability experiment, if p is 0.1 and n is only 150, we cannot use the normal approximation to the binomial distribution without continuity correction.
Hits on a personal web site occur quite infrequently. They occur randomly and independently with an average of five per week.
In a simple regression analysis, you notice that the R2 value is low (less than 0.4); however, the standard error is low. What does this tell you about the analysis?
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