Continuity at a Point | Definition, 3 Conditions, and Examples (Calculus 1) скачать в хорошем качестве

Continuity at a Point | Definition, 3 Conditions, and Examples (Calculus 1)

In this video, we introduce the concept of continuity at a point, one of the most important ideas in calculus. We begin with the intuitive idea of continuity and then explain the formal definition of continuity. You will learn the three conditions that must be satisfied for a function to be continuous at a point, as well as a step-by-step method to determine whether a function is continuous. Several examples are included to show the different ways a function can be discontinuous, including when: • the function value is undefined, • the limit does not exist, or • the limit is not equal to the function value. By the end of this video, you will know how to test continuity at a point using the definition. #Calculus #Continuity #Limits #Calculus1 #MathTutorial