a) Mathematically, there is a linear relationship between Weight and City MPG, from the scatter plot we can see, the slope of the line is negative (for smaller x values; y is higher and for higher values of x; y has higher values), so there will be a negative correlation between this two variables, also most of the (almost all) points are closer to the line magnitude of the line will be high (in -0.9 to -1). Scatter plot shows strong negative correlation between Weight and City MPG.
b) For this part, need to see the scatter plot of weight and distance to compare it with scatter plot in a.
a) Explain the mathematical relationship between Weight and City MPG based on the linear correlation coefficient....
Explain the mathematical relationship between weight and
braking based on the linear correlation coefficient. Be certain to
include comments about the magnitude and the direction of the
correlation.
Y Value Which two columns of data would you like to plot? X Value 3 WEIGHT 5 BRAKING Plot General Title x Label y Label Scatterplot (n 21) 145 43.1 Axis Label Size Tick Label Size Title Size 141.2 139.3 Show Grid 137.4 Marker Settings circle 135.5 33.6 Solid Marker 131.7 Regression...