Calculus theorems, hypothesis by hypothesis

Knowing what a theorem says is the easy half. The half that decides whether you can use it is knowing what each condition is holding up, and what breaks the moment one is missing. Every page here states the theorem formally, then drops each hypothesis on its own and shows the function that breaks the conclusion.

27 counterexamples across 22 theorems, each one evaluated numerically on every build. A counterexample that stopped failing the conclusion would fail the build instead of quietly misleading a reader.

AP Calculus AB and BC

BC only