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The 5-year survival rate in the US for women with uterine cancer was approximately 91.6% in 2007. A researcher wants to evaluate whether or not the survival rate has significantly since then. She selects a sample of 120 women diagnosed with uterine cancer in 2011, and finds that 113 were still alive in 2016. Use this information to answer questions 1-4
Conduct the following hypothesis test:
plot the following set on a scatter plot. estimate the correlation and them compute it. next identify any outliners in
Credits is the number of college credits taken and Work is the number of hours worked per week at an outside job. Is the intercept meaningful? Explain.
What is the probability of her making 97 or more free throws in 118 trials? Round your standard normal variable to two decimal places before using the table of values?
The tax rate of shareholders does not affect stock price sold on the market. Is this the correct way to solve this problem?
A researcher is interested in whether social assertiveness might be influenced by training procedures. Two groups of college sophomores are randomly selected. Group A subjects are assigned to the "training sessions" and Group B subjects do not rec..
an article claims that movie attendance in the u.s. has declined significantly since 2008 but that there is still a
When variables are used as the basis for a contingency table, what scale of measurement must they represent?
Distinguish between a minimization and maximization LP model. Other than minimizing costs and maximizing profits, give a real-world example of where you would want to minimize something or maximize something.
What % of these batteries would be expected to survive beyond 1000 days?
Discuss the ability of the process to meet the customer's specifications. Also, if the customer seeks Six Sigma compliance, what are your recommendations?
For each pair of variables, specify which variable is the explanatory variable and which is the response variable in the relationship between them.
This is an addendum to Problem where a stick of length 1 was repeatedly randomly broken in the sense that the remaining piece
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