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Question: In a Phone Central, we observe, every minute, if certain phone line is or is not occupied. In this way, it has been told that the probability of certain line is occupied in certain moment, if in the last minute was free, is 30% and the probability of certain line is free if in the last minute was occupied is 25%.
a) Identify the space of results of an observation of 2 consecutive minutes.
b) Identify the probability of certain line be free if in the last minute was free.
c) If certain line is occupied in a certain moment, what is the probability of that line be free in the next minute? Explain.
List all corner points and determine which combination of items will produce the maximum profit.
State the null and alternative hypotheses to determine if the average number of hours until spoilage begins differs for the preservatives A and B?
Explain the implications of this statement in the context of ordinary least squares regression? Be sure your answer includes a discussion of hypothesis testing.
question a recent study examined the number of unemployed people in 5 cities who are actively seeking employment. at
A major hurricane is a hurricane with wind speeds of 111 miles per hour or greater. During the 20th century, the mean number of major hurricanes to strike the U.S. mainland per year was about 0.7.
Approximately normally distributed with σ=10. Determine the probability that a randomly selected chocolate bar will have: 4.3 more than 155 calories.
What graph would we display our information if we have measured page thickness from a starting point in the book to a ending point and did this trial 10x. Is a histogram best?
Decide whether the experiment is binomial, poisson, or neither based on the information given. you observe the gender of the next 950 babies born at a local hospital.
The shoppers are grouped in three age categories, under 30, 30 up to 50 and 50 and over. The data is summarized in the table. Let A be the event that a randomly selected shopper is under 30. Find the probability of A.
A mean score of 600 and a standard deviation of 100. What credit score defines the top five percent of scores. Within what range would 85% of credit score fall.
What assumption must you make about the population distribution in order to construct the confidence interval estimate in (a)?
If a simple random sample of 80 seniors is taken, what is the probability that at most 64 of them will be accepted into college.
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