[
  {
    "term": "asymptotes",
    "definition": "Infinite limits and limits at infinity distinguish local unbounded behavior from long-run behavior. Vertical asymptotes arise near finite inputs; horizontal or slant behavior describes what happens as the input magnitude grows."
  },
  {
    "term": "continuity",
    "definition": "Continuity at an input requires an existing function value, an existing limit, and agreement between them. Continuity on an interval supports global conclusions such as the Intermediate Value Theorem."
  },
  {
    "term": "limits",
    "definition": "A limit describes the output behavior produced by inputs approaching a target. The value at the target may agree with the limit, differ from it, or be undefined. Numerical, graphical, and algebraic evidence should be reconciled."
  }
]