If we leave out the low outlier, the correlation for the remaining 13 points in the figure above is closest to

(a)$-0.95.$(b) $-0.5$.

(c)$0.$ (d) $0.5$ (e)$0.95$.

Given in the question that, We have to find the correlation for the remaining $13$points in the figure below If we leave out the low outlier .

The scatterplot of reading test results against IQ test scores for $14$ fifth-grade pupils is shown in the diagram. We can observe from the scatterplot that the point with an IQ of $124$ and a reading of $10$ is an anomaly. This point deviates from the general pattern. When this outlier is removed, the remaining $13$ points shift from the bottom left to the upper right. That instance, if a child has a higher test score, he or she will also have a higher reading test score. This is referred to be a positive relationship between the two variables. The connection is linear in nature. That example, the general pattern runs from bottom left to higher right in a straight line. The bond between them is moderately strong. The correlation coefficient is $0.5$.