Exercise 2 During a 6-day period, Egan Electronics kept daily records of the number of assembly line workers absent and the number of defective parts produced. The information is provided in the following chart. Day 1 5 Worker Abs. 3 5 O Defects 15 22 12 20 30 a. Create and interpret a scatterplot for this data. In your interpretation, make sure you are discussing the four features outlined in class. b. Using your calculator, find Pearson's r and discuss if the two variables are significantly correlated. Explain how you determined this using the critical r-value as evidence C. Using your calculator, find the slope of the resulting regression line. Interpret the slope. d. Using your resulting regression line, interpolate how many defects we can expect if 4 workers are absent. e. Create and interpret a residual plot for this data. In your interpretation, make sure you are discussing how well the data fits the linear model