Question

Question 2 A) Create a scatter plot for the data set below. What type of relationship is associated with this data? Data Set = (10, 0), (11, -1), (12, -2), (13, -3), (14, -4) (1 point) Responses nonlinear association nonlinear association positive linear association positive linear association negative linear association negative linear association no association is represented

Answer 1

To determine the type of relationship associated with the given data set \((10, 0), (11, -1), (12, -2), (13, -3), (14, -4)\), we can start by plotting the points on a scatter plot.

The first value in each pair represents the x-coordinate, and the second value represents the y-coordinate. If we plot these points:

- (10, 0)
- (11, -1)
- (12, -2)
- (13, -3)
- (14, -4)

When you plot these points, you will see that as the x-values increase, the y-values consistently decrease. This indicates that the data points tend to move downward as you move from left to right.

### Relationship Analysis:
- The relationship is **linear** because the change is consistent (the slope is constant).
- Moreover, since the y-values are decreasing as the x-values increase, it indicates a **negative association**.

### Conclusion:
The correct response for the type of relationship represented by this data is:

**negative linear association**.