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MATH-C10-C-001

Subtract train and validation counts from the total.

MATH-C10-C-002

Add all four numbers, then divide by 4.

MATH-C10-C-003

Width means upper end minus lower end.

MATH-C10-C-004

Each fold gets one turn as validation data.

MATH-C10-C-005

Use the Bayesian update shape before normalization: likelihood times prior.

MATH-C10-C-006

Think about what happens if every model choice is influenced by the test score.

MATH-C10-C-007

High training error means the model is struggling even before we ask whether it generalizes.

MATH-C10-C-008

Likelihood compares parameter choices or models against observed data. It does not certify truth.

MATH-C10-C-009

Bootstrap sampling is with replacement.

MATH-C10-C-010

Statistical evidence and practical importance are related, but they are not the same question.

MATH-C10-C-011

Ask how the examples were collected, not only how many there are.

MATH-C10-C-012

One sample can be unusual even when the rule is reasonable.

MATH-C10-C-013

Maximum likelihood compares the candidates included in the model family.

MATH-C10-C-014

The interval surrounds an estimate, not an individual future example.

MATH-C10-C-015

If the scores helped choose the model, they are part of development evidence.