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Two separate afterschool programs for at risk teenagers have been implemented in the city of Redland. One is a big brother/big sister mentoring program in which adult volunteers are paired with troubled teenagers. The second involves extracurricular team sports competitions. In terms of the percentage reduction in crimes reported to the police over a one-year period, were the programs successful? The results are for random samples of 18 neighborhoods drawn from the entire city.
Construct the cumulative frequency, cumulative relative frequency, and cumulative percentage distributions by using the frequency distribution table constructed
Compare the mean and standard deviation of the actual distribution of your 50 sample proportions for 20 tosses to what the theoretical sampling distribution model says the mean and standard deviation should be.
Classify each as quantitative or qualitative.- Diet type (plant or duck chow)- Digestion efficiency (percentage)- Amount of acid-fiber detergent added to diet (percentage).
a sample of shoppers was selected and asked questions regarding consumer behavior. one of the questions asked was do
In how many ways can the sales representatives be chosen (a) if there are no restrictions and (b) selection must include one sales rep from each region.
What is the probability of drawing a card that falls between 3 and jack, excluding both?
How does this probability compare to the probability that the word will be received correctly if we didn't use check bits, in which case all 4 bits would have to be received correctly for the word to be correct?
Find the offspring generating function G(s) and the expectation of N.
an average computer mouse inspector can inspect 55 mice per hour with a population standard deviation of 14 mice per
Between the lecture results and your results, what is your answer to the question of equal pay for equal work for males and females? Why?
Find the estimated regression line.- Complete the ANOVA table (without the p value).- Find the coefficient of determination. Interpret this value.
How many lefties do you expect?- With what standard deviation?- If we keep picking people until we find a lefty, how long do you expect it will take?
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