Question

based on the scatter plot below, which is a better prediction for y when x = 63?

Explanation:

Step1: Observe the scatter - plot trend

The points in the scatter - plot seem to have a general pattern. As \(x\) increases from 0 to 100, \(y\) values do not seem to have a very steep increase.

Step2: Locate \(x = 63\)

Estimate the \(y\) - value corresponding to \(x = 63\) by looking at the distribution of points around \(x = 63\). The \(y\) - values in the scatter - plot mostly range from 40 to 80.

Step3: Compare the options

The value 96 seems too high compared to the overall pattern of the scatter - plot. The value 61 seems more in line with the general distribution of \(y\) - values for \(x\) values around 63.

Answer:

61