NCA-GENL - Experimentation - Section 3.2

Leverage transfer learning between models.

Apply transfer learning by loading a pre-trained model and adapting its learned representations to a new domain or task with limited labelled examples. Compare strategies such as freezing backbone layers versus full fine-tuning, and evaluate the resulting accuracy and training cost trade-off.

Transfer learning

Practice question for this objective

Free sampleExperimentationmedium

When adapting a pre-trained transformer to a downstream task, practitioners distinguish feature extraction from full fine-tuning. Which statement most accurately contrasts these two transfer-learning strategies?

  • AFeature extraction keeps the pre-trained backbone frozen and trains only a new head, whereas full fine-tuning updates the backbone weights along with the head. Correct
  • BFeature extraction always produces higher downstream accuracy than full fine-tuning because frozen weights cannot drift away from their pre-trained values.
  • CFull fine-tuning trains only the embedding layer while leaving every transformer block frozen, which is why it needs less data than feature extraction.
  • DFeature extraction and full fine-tuning both update every weight in the network and differ only in the learning rate applied to the output head.
Feature extraction freezes the pre-trained backbone and trains only a new head, while full fine-tuning updates the backbone weights as well. In feature extraction the pre-trained layers act as a fixed encoder and gradients flow only into the newly added task head. Full fine-tuning removes that freeze so gradients also update the backbone, letting the shared representation specialise to the task at the cost of more data and compute.

Why A is correct: Correct. Feature extraction uses the frozen backbone as a fixed feature encoder and trains only the task head; full fine-tuning lets gradients update the backbone too, adapting the representation itself.

Why B is wrong: Tempting because frozen weights avoid catastrophic forgetting, but full fine-tuning usually reaches higher accuracy when enough labelled data is available, so 'always' is incorrect.

Why C is wrong: Tempting because partial-layer training exists, but full fine-tuning updates the whole network, not just embeddings, and it generally needs more data, not less.

Why D is wrong: Tempting because learning-rate tuning matters, but feature extraction by definition freezes the backbone, so the claim that both update every weight is wrong.

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