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Assume the following probabilities:
P(Customer makes a purchase) = 0.450
P(Customer does not make a purchase) = 1- 0.450
Compute the probability that both customers purchase (# purchases = 2), and enter your answer with 3 decimal places.
For example, electricity costs are $1,200 per month plus $0.15 per car washed. The company expects to wash 9,000 cars in August and to collect an average of $4.90 per car washed. Required: Prepare the company's planning budget for August.
Three of the executives are to be selected for promotion. Let Y1 denote the number of married executives and Y2 denote the number of never-married executives among the three selected for promotion. Assuming that the three are randomly selected fro..
Discuss the ways that citizens in democratic political regimes may or may not be healthier than their counterparts in authoritarian regimes at the same level of economic development. Explain the relationship between regimes and your variables
the following data show the number of fruit fly killed at varying concentrations of nicotine.the number of ies killed
Surgery and germs. Joseph Lister (for whom Listerine is named!) was a British physician who was interested in the role of bacteria in human infections.
Prove that it is, in fact, enough to check any class of sets that generates the Borel sets to assert independence.
A sales representative has 35 customers throughout the state and is planning a trip during which 20 will be visited. In how many orders can the visits be made?
Further support that 51.3% of births are male. What is the probability that a randomly chosen child will be affected by the disease.
assuming that both population s are normally distributed construct a 95 confidence interval about micro1 - micro2 .
a research assistant is asked to draw two independent normally distributed samples. the first sample x has a 10
What are the independent variables and their levels? What is the dependent variable? State all null hypotheses associated with independent variables and their interaction? Also suggest alternate hypotheses
How many golfers must be surveyed if we want % confidence that the sample proportion has a margin of error of 0.025?
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