The scatterplot below shows golf scores for two rounds of golf for 12 profession

Question

The scatterplot below shows golf scores for two rounds of golf for 12 professional golfers. The score for the first round is on the x-axis. There is a generally linear pattern in the positive direction except for one point (marked in red).  Below are the equations of two least squares lines. One is calculated from all twelve points. The other omits the influential (outlying) observation. Which one omits the outlying point?

second round score = 76 - 0.032 X first round score

second round score =  41.65 + 0.427 X first round score

this equation uses all twelve points

this equation omits the influential point

      -       A.       B.   

second round score = 76 - 0.032 X first round score

      -       A.       B.   

second round score =  41.65 + 0.427 X first round score

A.

this equation uses all twelve points

B.

this equation omits the influential point

Explanation / Answer

Given that the linear pattern exists inthe positive direction except the point highlighted

so the equaiton which omits the outlying point is : Second round score =  41.65 + 0.427 X first round score

Since this has positive direction.

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