Researchers wanted to know whether seeded clouds would produce more rainfall. An experiment was conducted in Tasmania between 1964 and 1971, and rainfall amounts were measured in inches per rainfall period for randomly selected locations in the western Tasmania. Clouds were coded as either seeded (Seeded = S) or unseeded (Seeded = U). Use Wilcoxon test to test whether rainfall amounts in western Tasmania is different for seeded and unseeded clouds at 1% level of significance. Seeded Rainfall S 0.86 S 1.43 S 4.61 S 3.17 S 3.31 S 4.29 S 1.83 S 0.61 S 3.56 S 0.8 S 1 S 1.32 S 1.23 S 0.84 U 1.36 U 3.06 U 4.3 U 1.15 U 0.64 U 6.71 U 2.01 U 0.99 U 1.25 U 0.69 U 0.43 U 1.37 U 2.39 U 6.15 How many samples of data are being compared in this study? Report the test statistic. ________ p-value =________ (Give answer to 4 decimal places)
Researchers wanted to know whether seeded clouds would produce more rainfall. An experiment was conducted in Tasmania between 1964 and 1971, and rainfall amounts were measured in inches per rainfall period for randomly selected locations in the western Tasmania. Clouds were coded as either seeded (Seeded = S) or unseeded (Seeded = U). Use Wilcoxon test to test whether rainfall amounts in western Tasmania is different for seeded and unseeded clouds at 1% level of significance. Seeded Rainfall S 0.86 S 1.43 S 4.61 S 3.17 S 3.31 S 4.29 S 1.83 S 0.61 S 3.56 S 0.8 S 1 S 1.32 S 1.23 S 0.84 U 1.36 U 3.06 U 4.3 U 1.15 U 0.64 U 6.71 U 2.01 U 0.99 U 1.25 U 0.69 U 0.43 U 1.37 U 2.39 U 6.15 How many samples of data are being compared in this study? Report the test statistic. ________ p-value =________ (Give answer to 4 decimal places)
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Researchers wanted to know whether seeded clouds would produce more rainfall. An experiment was conducted in Tasmania between 1964 and 1971, and rainfall amounts were measured in inches per rainfall period for randomly selected locations in the western Tasmania. Clouds were coded as either seeded (Seeded = S) or unseeded (Seeded = U).
Use Wilcoxon test to test whether rainfall amounts in western Tasmania is different for seeded and unseeded clouds at 1% level of significance.
Seeded | Rainfall |
---|---|
S | 0.86 |
S | 1.43 |
S | 4.61 |
S | 3.17 |
S | 3.31 |
S | 4.29 |
S | 1.83 |
S | 0.61 |
S | 3.56 |
S | 0.8 |
S | 1 |
S | 1.32 |
S | 1.23 |
S | 0.84 |
U | 1.36 |
U | 3.06 |
U | 4.3 |
U | 1.15 |
U | 0.64 |
U | 6.71 |
U | 2.01 |
U | 0.99 |
U | 1.25 |
U | 0.69 |
U | 0.43 |
U | 1.37 |
U | 2.39 |
U | 6.15 |
How many samples of data are being compared in this study?
Report the test statistic. ________
p-value =________ (Give answer to 4 decimal places)
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