Question

based on the scatter plot below, which is a better prediction for x when y = 62?

Explanation:

Step1: Analyze the scatter - plot

Observe the general trend of the data points in the scatter - plot. Look for the region where \(y = 62\) would lie among the data points.

Step2: Estimate the \(x\) - value

Since the data points are spread out, but we can see that when \(y\) is around \(60\), the \(x\) - values are in the range of \(60\) - \(80\). The value \(x = 66\) is in this range, while \(x = 4\) is in a region where \(y\) values are much lower (close to \(y=10\)).

Answer:

\(66\)