Calculate the residuals for the flocks identified. The residual for flock 2 is The residual for flock 17 i The residual for flock 35 is You want to test the significance of this regression equation. The null hypothesis can be phrased as: o The regression equation accounts for a significant portion of the variance in the y scores (counts from the photos) o The intercept of the regression equation is greater than zero o The slope of the regression equation is greater than zero o The regression equation does not account for a significant portion of the variance in the y scores (counts from the photos) The Pearson correlation is r= 0.8662, ssx = 327,086.00, and SSY = 339,559.64. Calculate the SSregression, the SSresidual, and the percentage of the variance explained by the regression equation mentioned previously. The SSregression is explained is The SSresiduall is . The percentage of the variance Use the Distributions tool to help you test the null hypothesis.(Note: Do not use the F-table to calculate the critical value as the answer requires an of an exact df to calculate the value.) F Distribution Numerator Degrees of Freedom - 26 Denominator Degrees of Preedom - 26 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00 AAN 0.00 To test the null hypothesis, you will first need to find the critical value of F at alpha = 0.01. F is Next, calculate the F-ratio. The F-ratio i these results, you variance in the y scores (counts from the photos). . Therefore, the null hypothesis is conclude that the regression equation accounts for a significant portion of the On the basis of
Calculate the residuals for the flocks identified. The residual for flock 2 is The residual for flock 17 i The residual for flock 35 is You want to test the significance of this regression equation. The null hypothesis can be phrased as: o The regression equation accounts for a significant portion of the variance in the y scores (counts from the photos) o The intercept of the regression equation is greater than zero o The slope of the regression equation is greater than zero o The regression equation does not account for a significant portion of the variance in the y scores (counts from the photos) The Pearson correlation is r= 0.8662, ssx = 327,086.00, and SSY = 339,559.64. Calculate the SSregression, the SSresidual, and the percentage of the variance explained by the regression equation mentioned previously. The SSregression is explained is The SSresiduall is . The percentage of the variance Use the Distributions tool to help you test the null hypothesis.(Note: Do not use the F-table to calculate the critical value as the answer requires an of an exact df to calculate the value.) F Distribution Numerator Degrees of Freedom - 26 Denominator Degrees of Preedom - 26 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00 AAN 0.00 To test the null hypothesis, you will first need to find the critical value of F at alpha = 0.01. F is Next, calculate the F-ratio. The F-ratio i these results, you variance in the y scores (counts from the photos). . Therefore, the null hypothesis is conclude that the regression equation accounts for a significant portion of the On the basis of
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.2: Applied Problems
Problem 22E
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