which statement about their claims is true?\nalya is correct because the scatter - plot clusters about a…

which statement about their claims is true?\nalya is correct because the scatter - plot clusters about a line with a slope of zero.\nalya is correct because as the x - values increase, the y - values remain the same.\nenrique is correct because the scatter - plot clusters about a curve.\nenrique is correct because as the x - values increase, the change has no effect on the y - values.

which statement about their claims is true?\nalya is correct because the scatter - plot clusters about a line with a slope of zero.\nalya is correct because as the x - values increase, the y - values remain the same.\nenrique is correct because the scatter - plot clusters about a curve.\nenrique is correct because as the x - values increase, the change has no effect on the y - values.

Answer

Explanation:

Step1: Analyze the scatter - plot

The y - values of the points in the scatter - plot do not change as the x - values increase. The points cluster around a horizontal line. A horizontal line has a slope of 0.

Step2: Evaluate the claims

Alya's claim is consistent with the behavior of the scatter - plot. As x - values increase, y - values remain the same which means the scatter - plot clusters about a line with a slope of 0. Enrique's claim about clustering around a curve is incorrect, and his second claim is also wrong as the y - values are constant not just unaffected in a non - constant way.

Answer:

Alya is correct because the scatterplot clusters about a line with a slope of zero.