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In a recent poll 1785 adults were asked if they went to church or synagogue during the week. 750 responded yes.
a. Give a 99% confidence interval for the proportion of adults who attended church or synagogue during the week preceding the poll.
b. Do the results provide good evidence that less than half of the population attended church or synagogue?
A study showed that 60% of The Wall Street Journal subcribers watch CNBC every day. Of these, 70% watch it outside the home. Only 20% of those who don't watch CNBC every day watch it outside the home.
How many individuals will it need to sample to achieve this level of accuracy and confidence?
In an ABCNews.com nationwide poll done in 2001, the proportion of respondents who thought that it should be illegal to use a hand held cell phone while driving a car was 69 %. The poll's sample was 1027.
What are the null and alternative hypothesis for this? What is a type II error in context of this test? Suppose that the researcher deceides not to reject the null hypothesis what sort of error might he be making?
If the gender-selection method has no effect and boys and girls are equally likely, find the mean number of boys born in groups of 152. Round to the nearest whole number.
Describe the kinds of statistical software that are available to healthcare professionals.
I survey 50 potential consumers regarding their interest in the product, 34 express an interest in purchasing it. The maximum price each would be willing to pay is shown below.
Rewrite the equation in slope-intercept form. Then identify the slope and the y-intercept of the line.
Pedestrian Walk Buttons New York City has 750 pedestrian walk buttons that work, and another 2500 that do not work (based on data from "For Exercise in New York Futility, Push Button
The p-value for a test statistic is .085, what is the minimum level of significance required to reject the null hypothesis?
Found mean number of sticks of gum chewed per day was 9. Standard deviation of population is 1. At α = .05, is number of sticks of gum person chews per day actually is greater than 8?
First part of this theorem allows a problem solver to compute probabilities about sample means regardless of whether a population is normally distributed.
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