📚 Learning Guide
Parametrized Predictors
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A linear regression model is able to predict the output accurately for a given set of inputs. What underlying factor is primarily responsible for the model's performance in terms of prediction accuracy?

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Learning Path
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Question & Answer
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Choose the Best Answer

A

The choice of the loss function used during training

B

The number of parameters in the model

C

The structure of the model as defined by the parameterization

D

The size of the training dataset

Understanding the Answer

Let's break down why this is correct

Answer

The main reason a linear regression model predicts accurately is that its estimated coefficients correctly capture the true linear relationship between the input features and the output. When the data truly follows a linear pattern and the model’s weights are close to the real underlying parameters, the predictions will be close to the actual values. In other words, the model’s performance depends on how well the fitted line represents the underlying trend in the data. For example, if house price depends linearly on square footage, a regression that learns the right slope and intercept will give accurate price predictions.

Detailed Explanation

The model’s structure, which is defined by how its parameters are arranged, decides what patterns it can capture. Other options are incorrect because People often think the loss function is the main reason for accuracy, but it only tells the optimizer how to adjust parameters; It is a common mistake to believe that more parameters automatically improve accuracy.

Key Concepts

Parametrized Predictors
Model Performance
Linear Regression
Topic

Parametrized Predictors

Difficulty

medium level question

Cognitive Level

understand

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