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MLS-C01 · Question #104

A health care company is planning to use neural networks to classify their X-ray images into normal and abnormal classes. The labeled data is divided into a training set of 1,000 images and a test…

The correct answer is B. Choose a lower number of layers D. Enable dropout F. Enable early stopping. The model has 99% training accuracy but only 55% test accuracy - a classic sign of severe overfitting. With only 1,200 images and 50 hidden layers, the model is massively over-parameterized. The correct fixes are: (B) Reduce the number of layers - fewer layers means a simpler…

Modeling

Question

A health care company is planning to use neural networks to classify their X-ray images into normal and abnormal classes. The labeled data is divided into a training set of 1,000 images and a test set of 200 images. The initial training of a neural network model with 50 hidden layers yielded 99% accuracy on the training set, but only 55% accuracy on the test set. What changes should the Specialist consider to solve this issue? (Choose three.)

Options

  • AChoose a higher number of layers
  • BChoose a lower number of layers
  • CChoose a smaller learning rate
  • DEnable dropout
  • EInclude all the images from the test set in the training set
  • FEnable early stopping

How the community answered

(33 responses)
  • A
    9% (3)
  • B
    73% (24)
  • C
    15% (5)
  • E
    3% (1)

Explanation

The model has 99% training accuracy but only 55% test accuracy - a classic sign of severe overfitting. With only 1,200 images and 50 hidden layers, the model is massively over-parameterized. The correct fixes are: (B) Reduce the number of layers - fewer layers means a simpler model with less capacity to memorize training data, reducing overfitting. (D) Enable dropout - dropout randomly deactivates neurons during training, acting as a regularizer that forces the network to learn redundant representations and generalize better. (F) Enable early stopping - monitoring validation loss and halting training when it begins to increase prevents the model from over-training on the training set. Options to avoid: increasing layers (A) worsens overfitting; a smaller learning rate (C) slows convergence but does not fix overfitting; including test data in training (E) is data leakage and invalidates evaluation.

Topics

#Overfitting#Regularization Techniques#Neural Network Architecture#Model Evaluation

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