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Linear model versus decision tree, on test error

You compare two models on the same problem, where expected test error is squared bias+variance+irreducible noise\text{squared bias} + \text{variance} + \text{irreducible noise} and the noise is 5:

  • Linear model: squared bias 10, variance 2
  • Decision tree: squared bias 1, variance 9

Which model has the lower expected test error, and what is it?

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