Question

Given the data below, which of the following statements correctly describes the relation of the point (2,2) to the line of best fit?

1) The point (2,2) lies on the line of best fit.
2) The point (2,2) is above the line of best fit.
3) The point (2,2) is below the line of best fit.
4) The point (2,2) is not related to the line of best fit.

Answer 1

The point (2,2) is not related to the line of best fit because we don't have enough information to determine its exact location in relation to the line.

Step-by-step explanation:

To determine the relation of the point (2,2) to the line of best fit, we need to compare the location of the point to the line. If the point lies on the line, it means that the point is part of the line of best fit. If the point is above the line, it means that the point is higher in value than the predicted value of the line. If the point is below the line, it means that the point is lower in value than the predicted value of the line.

In this case, without the equation or a visual representation of the line of best fit, we cannot determine whether the point (2,2) lies on the line, above the line, or below the line. Therefore, the correct statement would be option 4) The point (2,2) is not related to the line of best fit.