AP Calculus BC Review April 7th

Today I reviewed the Intermediate Value Theorem. The Intermediate Value Theorem basically states that as long as a function is continuous over a given interval [a,b], there is a value of that function (x) that lies within that interval. The function must be continuous because it would have holes, gaps, jumps, etc. Lastly, the IVT states that a number exists but we may or may not be aware of that number.