Question

based on the scatter plot below, which is a better prediction for y when x = 6?

Explanation:

Step1: Analyze the scatter - plot data

Look at the general trend and distribution of the points in the scatter - plot.

Step2: Estimate the value at \(x = 6\)

Observe the \(y\) - values corresponding to \(x\) values close to \(6\). The majority of the points in the lower \(x\) range (where \(x\) is small) have \(y\) - values much less than \(95\). For example, when \(x = 0\), \(y\) is around \(70\), and as \(x\) increases, the \(y\) - values do not reach as high as \(95\) in the lower \(x\) region. While \(58\) is more in line with the trend of \(y\) - values for small \(x\) values.

Answer:

\(58\)