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Collecting the data You will be playing a game that involves flicking a nickel across a table, using your thumb and forefinger. The goal is to come as close as possible to a line marked on the table, about three feet from the edge, at which the nickel will be flicked. After each flick, the distance from the edge of the nickel to the goal line is to be measured to the closest centimeter.
If the nickel has not crossed the line, the distance from the line is recorded as a negative number. If the nickel has crossed the line, the distance is recorded as a positive number. (The class should agree on a rule for handling shots that go off the table.) Wark in groups of at least two students each to facilitate the measurement process.
Each person flicks the nickel at least 25 times in succession. Record the distance between the nickel and the goal line each time, making sure to keep the data in correct time order.
The proportion of parts in an inventory that are outdated and no longer useful is thought to be 0.10. To check this, a random sample of n = 100 parts is selected and 14 are found to be outdated. Based upon this information, what is the probability..
Suppose that 1 out of 500 infant's are born with Down's Syndrome.
b. Force the regression line through the origin. What is the new regression equation? Predict Y when X 10 with this equation.
1. Suppose that 4 items are selected at random from manufacturing process. Each item is inspected and classified defective (D) or non-defective (N).
Using the Empirical Rule for this data, what amount should be considered the cut-off for sales amounts being classi ed as unusually low?
the american college health association produced the national college health assessment andy gardiner surfacing from
Since you have a significant effect you would need to run post-hocs here. Please determine the appropriate post-hoc for this situation and report the results in proper APA format.
1. suppose 2 of cotton fabric rolls and 4 of nylon rolls contain flaws. of the rolls used by a manufacturer 70 are
say a random variable x is drawn uniformly from between 0 and 1. say that y sin2pix. what is the covariance between x
Assuming that the goal of 4% undersized tomatoes is reached, what is the probability of getting no more than 1 undersized tomato in a randomly selected sample of 20 tomatoes?
If X is a normally distributed random variable with mean 97 and standard deviation 10, ?nd x2 such that P (102 X x2) = 0.05.
A study showed that children who watch more than two hours of television each day tend to have higher cholesterol levels than children who watch less than two hours of television each day. Can you think of any use for the result of this study?
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