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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.
Continuous probability distributions: Procurement and working capital analysis – Normally distributed random variables and their transformation Procedures The data is measure
We start reading and display the data: library (UsingR) data(galileo) g2=galileo$init.h-500 gl=galileo$h.d par(bg='cornsilk') plot(gl,g2,pch=20,col="red",cex=2,yl
report on comparing information system in organisations
Diketahui: Biaya Bahan Baku 15.500 Biaya Tenaga Kerja Langsung:14.750 Biaya Overhead pabrik 11.800 Barang Jadi 37500 Bahan baku yang deibebankan ke satu pesanan yang masih dalam
A coin that is balanced should come up heads half the time in the long run. A coin is tossed 4040 times and gives 2085 heads. Is the coin biased? Use Alpha = .05. (State the Hypoth
Less than 5 yrs 22 5-10 18 10-20 5 20-30 4 More than 30 1
Use the concepts of sampling error and z scores to explain the concept of distribution of sample means.
how to get the standard deviation
foster company makes 20000 units per year that in uses in products it manufactures
Year : 2008 2009 2010 2011 2012 2013 sale : 111 120 114 123 117 126
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