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2 cards from this section. Quick, good the night before a test.
Define continuity in mathematical terms.
Think about the concept of limits.
What is a simple example of a continuous function?
Consider polynomial functions.
Which of the following describes continuity at a point?
Think about how the graph looks.
True or False: A polynomial function is continuous everywhere.
Recall properties of polynomial functions.
Describe a real-world scenario where continuity is crucial for understanding a phenomenon and illustrate it with an example.
Think about how smooth and continuous functions relate to physical movement.
What happens to the continuity of a function at a point where there's a removable discontinuity? Explain using an example.
Focus on how adjustments can change function behavior.
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