Limits: The Intermediate Value Theorem Explained | Calc 1 Simplified | Wizeprep

The intermediate value theorem (IVT theorem) is an application of continuous functions. It can be explained as the "you can't skip any y-values if the function is continuous" theorem. On your exams, you may be asked to prove that a root or solution to an equation exists using the IVT.

In this video, you'll learn the answers to questions like:
• What is the intermediate value theorem used to prove?
• What is the difference between IVT and MVT?
• How do you write an intermediate value theorem?
• What is the application of IVT?
• How do you use IVT to find roots?

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