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A particularly powerful​ hurricane's force winds extended 120 miles from its center. This hurricane was a big​ storm, and that affects how we think about the prediction errors. Suppose we add 120 miles to each error to get an idea of how far from the predicted track we might still find damaging winds. Explain what would happen to the correlation between Prediction Error and​ Year, and why.

Respuesta :

Answer:

Since you are only changing the center or scale of either variable, the correlation coefficient won't be different and won't change.

Explanation:

The effect of adding 120 miles to prediction error every year gives the same result, only  the result of the hurricane will be more damaging by 120 miles speed.

What are hurricanes ?

A hurricane, is  a high speed large rotating storm usually formed over warms waters of tropical areas. It moves at the speed of  at least 74 miles per hour, with the area of low pressure air at this center.

The correlation between the Prediction Error and​ Year would be effected if we added 120 miles to each error, but the ultimate result would be the same as the 120 miles speeds is added to each of the prediction error every year, but the result of the hurricane will be damaging.

Therefore, the effect of adding 120 miles to prediction error every year gives the same result, only will intensify the hurricane effect by 120 miles speed.

Learn more about hurricane here:

https://brainly.com/question/1999668

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