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Trying to figure out what equation to use to figure out the below If the time to fill a box of cereal at a food packaging plant is uniformly distributed and takes between 20 to 45 seconds. What is is the probability it will take 30 seconds to fill? 30-50 seconds to fill? and less than 25 seconds to fill.
Based on the data, a 95% confidence interval is (0.23, 0.31). How should we interpret this interval?
Saving money is important, of course, because the less spent on the telescope, the more can be spent on accessories (eyepieces, star charts, computer-based astronomy programs, warm clothing, flashlights, and so on) to make viewing as easy and comf..
a two-stage clinical trial is planned for for testing h0 p0.10 versus ha pgt0.10 where p is the proportion of
What is the mean weight of my ancient gold coins - How do you consider this collection, a population or a sample - However, some formats are better than others in the sense that they convey important and relevant information in the given data set.
do males and females differ in the amounts they spend on valentines day? the average expenditure in a sample of 40 male
Of all homes having such furnaces, 30% own a type 1 furnace, 25% a type 2 furnace, 15% a type 3, and 30% other types. Over 3 years, 5% of type 1 furnaces, 3% of type 2, 2% of type 3, and 4% of other types have resulted in fires. If a fire occurs i..
Laid-off workers who become entrepreneurs because they cannot find meaningful employment with another company are known as entrepreneurs by necessity. A major national newspaper reports that these entrepreneurs by necessity are less likely to grow..
Does the article identify the W's?- Discuss whether the display is appropriate for the data.- Discuss what the display reveals about the variable and its distribution.
When a large shipment of alternators is received at the plant, 100 are tested and if more than two are nonconforming, the shipment is returned to the alternator manufacturer. What is the probability of returning a shipment?
At the .05 significance level, can we conclude that the guideline is still reasonable?
in 2010 a gallup poll surveyed 1016 households in the u.s about their pets. of those surveyed 599 said they had at
Is the estimate from the participants significantly higher than the actual number (µ = 3.1)? Use a one-tailed test with = .05.
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