Using the ivt to show a value c exists with a given range

The video tutorial discusses the concept of continuity and one-sided limits, focusing on the function X^2 + X - 1. It explains the intermediate value theorem, which states that for a continuous function on a closed interval, there exists a value C within the interval. The tutorial applies this theorem to demonstrate that a specific value, F(C) = 11, exists within the given interval. The teacher emphasizes understanding and suggests further practice.

What new insight or understanding did you gain from this video?

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