(5.55 Data on salmon availability (x) and the percentage of eagles in the air (y) were given in the previous exercise. a. Calculate the correlation coefficient for these data. b. Because the scatterplot of the original data appeared curved, transforming both the x and y values by taking square roots was suggested. Calculate the correlation coef- ficient for the variables Vi and Vy. How does this value compare with that calculated in Part (a)? Does this indi- cate that the transformation was successful in straighten- ing the plot?
(5.55 Data on salmon availability (x) and the percentage of eagles in the air (y) were given in the previous exercise. a. Calculate the correlation coefficient for these data. b. Because the scatterplot of the original data appeared curved, transforming both the x and y values by taking square roots was suggested. Calculate the correlation coef- ficient for the variables Vi and Vy. How does this value compare with that calculated in Part (a)? Does this indi- cate that the transformation was successful in straighten- ing the plot?
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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![(5.55 Data on salmon availability (x) and the percentage
of eagles in the air (y) were given in the previous exercise.
a. Calculate the correlation coefficient for these data.
b. Because the scatterplot of the original data appeared
curved, transforming both the x and y values by taking
square roots was suggested. Calculate the correlation coef-
ficient for the variables Vx and Vy. How does this value
compare with that calculated in Part (a)? Does this indi-
cate that the transformation was successful in straighten-
ing the plot?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faea0cfeb-d759-4aa5-b2d1-0111d15ac639%2F12d450cf-f03e-49cc-bdc6-ff517c1945db%2Fwr053qi_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(5.55 Data on salmon availability (x) and the percentage
of eagles in the air (y) were given in the previous exercise.
a. Calculate the correlation coefficient for these data.
b. Because the scatterplot of the original data appeared
curved, transforming both the x and y values by taking
square roots was suggested. Calculate the correlation coef-
ficient for the variables Vx and Vy. How does this value
compare with that calculated in Part (a)? Does this indi-
cate that the transformation was successful in straighten-
ing the plot?
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