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A given data value has a Z-value equal to 1.2. Assuming a normal (i.e., symmetrical) continuous probability distribution, how many standard deviations is the data value from the mean?
What shape curve do you get when your data set has the mean, median, and mode all with the same value? Could the value of the sample mean and the value of the population mean ever be the same?
An independent-measures research study was used to compare two treatment conditions with n = 4 participants in each treatment. The first treatment had a mean of M = 58 with a variance of s^2 = 28, and the second treatment had M = 52 with s^2 = 36.
an american roulette wheel has 38 slots 18 are red 18 are black and 2 are green. let r be the number of spins until you
thirteen percent of the adult population is left-handed. of the first 44 presidents of the united states seven are
What is the probability that a respondent said neither the Big Ten nor the Pac-10 will have a team in the Rose Bowl?
If sales is the variable you are trying to explain and you have 2 independent variables of color and price. The color coefficient is 100, and the price coefficient is -200. You have an intercept coefficient of 999 and an r-squared value of .2706. ..
suppose the participants for jury duty are picked from a large pool of county residents with equal numbers of men and
a large candy manufacturer is concerned that the mean weight of their chunky chocolate crisp bar is not greater than
jeff bollinger of prudential realtors has 20 residential listings under contract. the following table shows the number
Predict final exam from midterm In an introductory statistics course, x = midterm exam score and y = final exam score. Both have mean = 80 and standard deviation = 10. The correlation between the exam scores is 0.70.
1. if the alpha level is changed from a of 0.05 to a 0.01 what happens to the probability of type 1 error ?2.answer the
If X=85 (sample mean), 8 is population standard deviation, and n=64 is sample size, construct a confidence interval estimate for the population mean.
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