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Runzheimer International, a management consulting firm specializing in transportation reimbursement, released the results of a survey on July 28, 2005. It indicated that it costs more to own a car in Detroit, an amazing $11,844 a year for a mid-sized sedan, than in any other city in the country. The survey revealed that insurance, at $5,162 annually for liability, collision, and comprehensive coverage, is the biggest single reason that maintaining a car in the Motor City is so expensive. A sample size of 100 car owners in Los Angeles was used to determine if the cost of owning a car was more than 10% less than in Detroit. A hypothesis test with a significance level of 0.01 and a standard deviation of $750 is used. Determine the probability that the test will conclude the cost of owning a car in Los Angeles is not more than 10% less than in Detroit when in fact the average cost is $10,361.
In a nationwide survey, suppose 100 boys and 50 girls are sampled. What is the probability that the male sample will have at most three more days of absences than the female sample?
ind the cent, foci, and vertices of the hyperbola.
The probability distribution of the number of machines
Find the slope of the tangent line to the curve
the gre combined scores for students applying to an engineering schools graduate program are normally distributed with
however, if you charge nothing, you can give away your entire inventory of 500 markers. the best price is somewhere between these extremes, calculate the maximum income.
puss had been called in to Monrovia to get rid of the rats. puss had been told that he could bring as many of his friend as he wished to help him. after a year every cat had killed an equal number of rats;the total was 1,111,111 rats. how many cat..
Vectors : Identities and Dot Products, How could you use the properties of the dot product to prove the following identities
Determine the angle of the pendulum as a function of time for the first 18 seconds after release and solve the system for second order Runge-Kutta
a different smooth structure on r show that u phi given byis a local chart of the topological manifold m r which is
Let f (x) = |x| for x greater or equal to -1, less than or equal to +1. Write the Fourier series for f (x) on [-1,1]. Show that this series can be differentiated term by term to yield the Fourier expansion of f'(x) on [-1,1]
question a farmer plans to use 180 feet of fencing to enclose a rectangular region using part of a straight river bank
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