(a) Stop after adding the first two points. What is the value of the correlation? Why does it have this value no matter where the two points are located?
(b) Make a lower-left to upper-right pattern of 12 points with correlation about r = 0.8. (You can drag points up or down to adjust r after you have 12 points.) Make a rough sketch of your scatterplot.
(c) Make another scatterplot, this time with 11 points in a vertical stack at the left of the plot. Add one point far to the right and move it until the correlation is close to 0.8. Make a rough sketch of your scatterplot.
(d) Make yet another scatterplot, this time with 12 points in a curved pattern that starts at the lower left, rises to the right, then falls again at the far right. Adjust the points up or down until you have a quite smooth curve with correlation close to 0.8. Make a rough sketch of this scatterplot also.