The slope of the regression line that allows predicting the visual acuity 4 A score is approximately: 5 C 0.179 1.213 6 B 0. 461 7 A The previous result can be interpreted as: The average visual acuity score for those that did not present any 8 B error in the letter recognition test. 9 C The change in visual acuity score for each unit of change in errors in the letter recognition test. 10 B The change in errors in the letter recognition test for each unit of change in visual acuity score. The goodness of fit is: 0.032 0.679 0.212 The proportion of the variance of visual acuity score that cannot be predicted by the errors in the letter recognition test is: 0.321 0.788 0. 938 School of Psychology. University of Seville Design and Data Analysis in Psychology II. PARTIAL 2. November, 2018. TYPE B ANSWER SHEET Item Option 1 C 2 B 3 C
The slope of the regression line that allows predicting the visual acuity score is approximately: 0.179 1.213 0. 461 The previous result can be interpreted as: The average visual acuity score for those that did not present any error in the letter recognition test. The change in visual acuity score for each unit of change in errors in the letter recognition test. The change in errors in the letter recognition test for each unit of change in visual acuity score. The goodness of fit is: 0.032 0.679 0.212 The proportion of the variance of visual acuity score that cannot be predicted by the errors in the letter recognition test is: 0.321 0.788 0. 938 School of Psychology. University of Seville Design and Data Analysis in Psychology II. PARTIAL 2. November, 2018. TYPE B ANSWER SHEET Item Option 1 C 2 B 3 C 4 A 5 C 6 B 7 A 8 B 9 C 10 B
@designanddataanalysisinpsychology@2018novemberpartial2typebpublish.docx