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Which type of correlation would be appropriate to calculate for the each of the following sets of data?
A. Correlating gender and year in college (freshman, sophomore, junior, or senior).
Pearson's Correlation
B. Correlating rank in a graduating class (1st, 2nd, 3rd, etc.) and score on a test of optimism
Spearman Rank Correlation
C. Correlating gender and score on a test of optimism
Point Biserial Correlation
D. Correlating scores on a test of optimism and scores on a test of subjective well-being.
Pearson Correlation.
E. Correlating rank in a graduating class of traditional college students and rank in initial salary offering for first job after graduating.
Spearman Rank Correlation.
discuss the considerations to be born in mind when constracting index numbers
What methods did you consider when putting the data into a more useable format
regression line drawn as y=c+1075x,when x was 2,and y was 239,given that y intercept was 11.calculate the residual
the probability that you win a game is 0.3. if you play the game 20 times. what is the probability that you will win at least 8 times?
Hugh Snore Bedding, Inc. has assets of $400,000 and turns over its assets 1.5 times per year. Return on assets is 12%. What is its profit margin (return on sales)?
Meaning and solving example using north-west corner in Transportation problem
Assume that the pulleys are small frictionless pulleys. Three weights are supported as shown and have weights of W A = P5 N, W B = P6 N, and W C = P7 N. Determine angle θ
The Pivot table is as below: Values Row Labels Sum of ID Sum of Risk Level A 69
The following are actual data showing the latitude of a sample of major cities in the northern hemisphere and their mean high annual temperature. latitude(X) mean high temp(Y
I want support about statistical distributions
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