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Kids
A couple plans to have children until they get a girl, but they agree that they will not have more than three children even if all are boys. (Assume boys and girls are equally likely.)
a) Create a probability model for the number of children they'll have.
b) Find the expected number of children.
c) Find the expected number of boys they'll have.
What is the probability that the industry will locate in both cities and in neither city?
Is there an increasing or decreasing pattern? Explain what that means in terms of height and shoe sizes. Calculate the correlation coefficient, r. (3 decimal places)
Assuming a normal distribution of item values, what percentage of values would you expect to be out of bounds when the process is in control? Accordingly, how would you de?ne "too many"? What do you think is the rationale for this practice?
1. the national snow and ice data center nsidc collects data on albedo depth and physical characteristics of ice
For each of the following datasets, explain whether you would expect the mean or the median of the observations to be higher:- In a rural farming community, for each household the number of children is measured.
Using the above RSAC and RSPAC, calculate the corresponding krs , krt , kk rs , kk rt k = 1, 2, 3, 4 5, 6, to identify a model describing ηt .Explain your choice of model. Please also provide the new model for STAT S802F - Multivariate and Time Se..
A game company that manufactures a dart game that dispenses tickets has been asked to put a business plan together for a customer who wishes to buy the game.
question a researcher is interested in testing to determine if the mean of population one is different than the mean
The Manager of a seafood restaurant was asked to establish a pricing policy on lobster dinners. Experimenting with prices produced the following data:
The following sample data were obtained from three populations that did not follow a normal distribution. Compute the value of the test stastic. What is your decision on the null hypothesis?
If the company plans to target the bottom 18% of the families based on income, find the cut offincome. Assume the variable is normally distributed.
Express the probability as a decimal
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