1.11 Defining Continuity at a Point
- Syllabus
- 2020
- Topic
- 1.11
- Level
- —
LIM-2.A—Justify conclusions about continuity at a point using the definition—Topic 1.11
- LIM-2.A Justify conclusions about continuity at a point using the definition.
- LIM-2.A.2 A function f is continuous at x = c provided that f(c) exists, lim x→c f(x) exists, and lim x→c f(x) = f(c).
- Enduring understanding LIM-2: Reasoning with definitions, theorems, and properties can be used to justify claims about continuity.
Objective notes
1 learning objectiveConceptAP Calculus BC