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Remembering that a meta-analysis calculates one mean effect size using the effect sizes of several studies, assume you are conducting a meta-analysis over a set of five studies. The effect sizes for each study are: d= .65, d = .19, d = .42, d = .08, d = .70
Calculate the mean effect size of these studies.
Use Cohen's conventions to describe the mean effect size you calculated in part (a).
Suppose that after Week 1, the cards that were not drawn as the winning card are retained in the bowl for the drawing in Week 2. Are events B and C independent? Explain.
Calculate the row percentage for freshman females and explain what it means.- Calculate the column percentage for freshman females and explain what it means.
Let F be a field and f(x), g(x) be elements of F[x]. Show that f(x) divides g(x) if and only if g(x) is an element of .
How many papers should be printed daily if the average demand is 34,750 papers and the standard deviation of demand is 3,560?
a researcher reports that when groups of four children are randomly selected from a population of couples meeting
Of three cards, one is painted red on both sides; one is painted black on both sides; and one is painted red on one side and black on the other. A card is randomly chosen and placed on a table. If the side facing up is red, what is the probability..
Suppose that in the queueing system M/M/2/c, with c = 3, server no. 1 serves only one person at a time, at rate μ1, while server no. 2 can serve one or two persons at a time, from any time instant, at rate 𝜇2 Moreover, when server no. 1 is..
Suppose you want an 85 percent confidence level. What value would you use to multiply the standard error of the mean?
A hypothesis test is performed to test the claim that a population proportion is greater than 0.7. Find the probability of a type II error, β, given that the true value of the population proportion is 0.72. The sample size is 50 and the significan..
Describe the location of the mean and the median.- Drag the largest observation to the right and back again. How did the mean and median change? Summarize your findings.
Describe a different example of where the independent variable, while highly correlated to the dependent variable, does not cause the dependent variable to change directly.
1. do this exercise by hand. a famous brand-name manufacturer wants to know whether people prefer nibbles or wribbles.
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