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MLA-C01 · Question #61

A company has historical data that shows whether customers needed long-term support from company staff. The company needs to develop an ML model to predict whether new customers will require long-term

The correct answer is C. Logistic regression. Logistic regression is the right fit because the task is a binary classification problem - predicting one of two outcomes (will need long-term support vs. won't). Logistic regression outputs a probability between 0 and 1 and maps it to a class label, making it purpose-built for t

ML Model Development

Question

A company has historical data that shows whether customers needed long-term support from company staff. The company needs to develop an ML model to predict whether new customers will require long-term support. Which modeling approach should the company use to meet this requirement?

Options

  • AAnomaly detection
  • BLinear regression
  • CLogistic regression
  • DSemantic segmentation

How the community answered

(43 responses)
  • A
    2% (1)
  • B
    2% (1)
  • C
    95% (41)

Explanation

Logistic regression is the right fit because the task is a binary classification problem - predicting one of two outcomes (will need long-term support vs. won't). Logistic regression outputs a probability between 0 and 1 and maps it to a class label, making it purpose-built for this use case.

  • A (Anomaly detection) is wrong because it identifies unusual patterns or outliers, not categorizes outcomes from labeled historical data.
  • B (Linear regression) is wrong because it predicts a continuous numerical value (like revenue or temperature), not a discrete category like yes/no.
  • D (Semantic segmentation) is wrong because it's a computer vision technique for classifying individual pixels in an image - completely unrelated to tabular customer data.

Memory tip: When a prediction has exactly two outcomes (yes/no, true/false, will/won't), think "logistic = logical choice for binary." The word "logistic" contains the concept of logistics - routing something to one of two destinations.

Topics

#Logistic Regression#Classification#Supervised Learning#Model Selection

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