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A local outdoor equipment store is being sold. The buyers are trying to estimate the percentage of items that are outdated. They will randomly sample among its 100,000 items in order to determine the proportion of merchandise that is outdated. The current owners have never determined their outdated percentage and can not help the buyers. Approximately how large a sample do the buyers need in order to insure that they are 99% confident that the margin of error is within 5%?
With the exponential function e^x and logarithmic function log x how do I graphically show the effect if x is doubled?
A comparison between products manufactured in China VS Mexico and their perceived quality to the US consumer based on manufacturing location.
a basketball player makes 80 percent of his foul shots per season. in a game where he takes 7 how many shots should he
a researcher conducts a study of perceptual illusions under two different lighting conditions. twenty participants were
a die is loaded so that the number 6 comes up three times as often as any other number. what is the probability of
the acceptable level for insect filth in a certain food item is 4 insect fragments per 10 grams. a sample random of 50
In a recent survey, 80% of the citizenry in a community favored the building of a municipal golf course. If you ask 15 citizens about this project, find the probability that
Use the library, Internet, and other available resources to develop a 6–8 page research proposal that includes the following:Introduction to your topic "Police Discretion" and related issues (variables)
a contractor purchases a bulldozer for 36500. the bulldozer requires an average expenditure of 5.25 per hour for fuel
the local county is considering a budget proposal that would reallocate funding to renovate the city pools. a survey is
The average thickness of books on a library shelf is 8.3 centimeters.the standard deviation is 0.6 centimeter. If 20% of the books are oversied, find the minimum thickness of the oversized books on the library shelf.
The population mean height of a basketball player is 220 cm with a standard deviation of 20 cm. In a sample of 49 basketball players, what is the probability of getting a sample mean height of 215 cm or more?
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