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For the random variables described below, which have binomial distributions?
a. You toss a balanced coin 50 times and count the number of heads.
b. Replacement heart valves have a probability of 0.77 of performing well for 15 years. It is reasonable to assume that values in different patients fail (or not) independently of each other. Let X be the number of patients in a group of 500 who will need another valve replacement within 15 years.
c. You deal 10 cards from a shuffled deck and count the number of red cards.
Let f:N x N -> N be the function defined recursively as follows: Use induction on the sum i + j to prove that f(i, j) = 2i + j + 6 for all (i, j) in N x N.
For a confidence interval for a population parameter (e.g. the population mean) computed at 95% confidence level what proportion of all possible confidence
Also, she conducts all analysis for the project team and makes recommendations to the team on the approach they should consider.
Is there any evidence of an association between music type and time spent shopping? Conduct the appropriate hypothesis test with a = 0.01.
one person has 3 dollars to gamble each time he uses only one dollar the probability is 60 to lose and 40 to win. if he
find the range standard deviation and variance for the following sample data2 11 81 29 22 59 78 71 21 43 99 12 38 74 56
Use the t statistic of Theorem 8 to construct a (1 - α)100% confidence interval formula for βi for i = 0, 1, ... , k.
A random sample of n=100 observations is selected from a population with mean of 29 and sandard deviation of 21. Approximate the probabilities shown below
Religion. Census reports for a city indicate that 62% of residents classify themselves as Christian, 12% as Jewish, and 16% as members of other religions.
If you have experience as a negotiator, discuss the techniques, process, and challenges involved in conducting a successful negotiation
What are the expected value and variance of the following probability distribution?
Analyze the dynamics of supply and demand to anticipate market equilibrium. Analyze the elasticity of demand and supply and its importance, and the effect of taxes or other public policies.
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