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How does polynomial regression differ from linear regression? Polynomial regression can only have one predictor, while linear regression can have multiple Polynomial regression incorporates higher-degree terms of predictors Polynomial regression can only predict binary outcomes Polynomial regression is not affected by outliers

Question

How does polynomial regression differ from linear regression? Polynomial regression can only have one predictor, while linear regression can have multiple Polynomial regression incorporates higher-degree terms of predictors Polynomial regression can only predict binary outcomes Polynomial regression is not affected by outliers

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Solution

Polynomial regression differs from linear regression primarily in the way it incorporates predictors. While linear regression uses predictors in their original form, polynomial regression incorporates higher-degree terms of predictors. This allows polynomial regression to model relationships that are more complex and not strictly linear.

The statement that polynomial regression can only have one predictor is incorrect. Polynomial regression can also have multiple predictors, just like linear regression.

The claim that polynomial regression can only predict binary outcomes is also incorrect. Polynomial regression, like linear regression, can predict a range of outcomes, not just binary ones.

Lastly, the assertion that polynomial regression is not affected by outliers is not accurate. Both polynomial and linear regression can be influenced by outliers in the data. The impact of outliers should always be checked when building a regression model.

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