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Loss Functions
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A model is being trained to predict housing prices based on various features like square footage, location, and number of bedrooms. The model uses the Mean Squared Error (MSE) as its loss function. Which of the following scenarios best illustrates a situation where the use of MSE would be inappropriate, and why?

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A

The dataset contains a few extremely high-priced homes that are outliers.

B

The dataset has a balanced distribution of home prices across different ranges.

C

The model consistently predicts prices that are slightly lower than actual prices.

D

The dataset includes homes in various geographical areas with significant price variations.

Understanding the Answer

Let's break down why this is correct

When a few very expensive houses stand out from the rest, MSE squares the errors. Other options are incorrect because A balanced spread of prices does not hurt MSE; Predicting slightly lower prices is a bias, not a problem for MSE.

Key Concepts

Loss Functions
Mean Squared Error
Outliers in Data
Topic

Loss Functions

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hard level question

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understand

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Definition
Definition

Loss functions quantify how well a predictor approximates the true output values. They are used to measure the discrepancy between predicted and actual values. Common examples include quadratic loss functions that penalize the squared differences.

Topic Definition

Loss functions quantify how well a predictor approximates the true output values. They are used to measure the discrepancy between predicted and actual values. Common examples include quadratic loss functions that penalize the squared differences.

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