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The data in the table represent a linear relationship.

Table giving values of y corresponding to x. They are (0, 5), (10, 12. 5), (20, null), (null, 27. 5), and (40, null)

User Josien
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Answer:

Based on the given data points, we can analyze whether they indicate a linear relationship. Let's examine the provided values:

(0, 5): This point suggests that when x is 0, y is 5.

(10, 12.5): This point indicates that when x is 10, y is 12.5.

(20, null): The y-value is not provided for x = 20.

(null, 27.5): The x-value is not provided for y = 27.5.

(40, null): The y-value is not provided for x = 40.

To determine if there is a linear relationship, we need at least two data points with both x and y values available. In this case, we have two valid data points: (0, 5) and (10, 12.5). These two points suggest a positive linear relationship, as the y-values increase as the x-values increase.

However, since the other data points are incomplete, with missing x or y values, we cannot definitively conclude whether there is a linear relationship based on the given information. The missing values prevent us from assessing the pattern or trend across all the data points.

To confirm a linear relationship, it would be necessary to have additional data points with complete x and y values that demonstrate a consistent pattern.

Explanation:

User HondaGuy
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