match the scatter plot or line of best fit to the correlation represented. answers can be used more than…

Explanation:

Step1: Analyze slope of linear - equations

For the equation $y = 0.473x-2$, the slope $m = 0.473>0$. A positive - slope indicates a positive correlation. For the equation $y=-0.359x - 4$, the slope $m=-0.359<0$. A negative - slope indicates a negative correlation.

Step2: Analyze scatter - plots

In a scatter - plot with a positive correlation, as the $x$ - values increase, the $y$ - values tend to increase. In a scatter - plot with a negative correlation, as the $x$ - values increase, the $y$ - values tend to decrease. The first scatter - plot shows points generally moving upwards from left to right, so it has a positive correlation. The second scatter - plot shows points generally moving downwards from left to right, so it has a negative correlation.

Answer:

First scatter - plot: Positive Correlation Second scatter - plot: Negative Correlation $y = 0.473x-2$: Positive Correlation $y=-0.359x - 4$: Negative Correlation