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A recent newspaper article reported the results of a survey of well-educated suburban parents. The re- sponses to one question indicated that by age 2, chil- dren were watching an average of µ 5 60 minutes of television each day. Assuming that the distribution of television-watching times is normal with a standard deviation of s 5 25 minutes, find each of the following proportions.
a. What proportion of 2-year-old children watch more than 90 minutes of television each day?
b. What proportion of 2-year-old children watch less than 20 minutes a day?
The normal distribution witha population standard deviation of 8 seconds. Suppose we select a sample of 16 cuts from various CD's sold by CRA CD's Inc.?
Consider the following estimated regression equation, based on 10 observations.
Both days have sample standard deviations of 3.4. Is the average mean of size different from day 1 to day 2?
Calculate the limits within which the weight of the packets should lie assuming that the machine is not been classified as faulty.
suppose that the probability that a duck hunter will successfully hit a duck is 0.40 on any given shot. suppose also
use the rule of 70 to find the approximate doubling time for a population whose annual growth rate is 0.7 u.s.? and
a researcher concerned about the foreign ownership of the retail trade industy in the u.s. conducts a survey of retail
using a binomial table find the binomial probabilities px associated with given n ratio and x. a. n6 ratio 0.10 p4 b.
Use given data to create the unbiased point estimate of 12σ'> 2 of percentage of termites that are minor workers.
Why might it not be a good idea to take the log of Hbath? Also generate a variable equal to the age of the house - how many valid observations do you have? Briefly explain why you will have exactly 6 fewer observations to use in estimating model
A random variable X that has pmf given by p(x) = 1/ (n+1) over the range Rx = {0,1,2,...,n} is said to have a discrete uniform distribution. Find the mean and variance of this distribution.
data from six students relating number of hours of preperation x and test score y yield a linear correlation
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