Intermediate Value Theorem – Limits and Continuity
Intermediate Value Theorem To begin with, let’s start with the basic statement of the theorem. Theorem If \(f(x)\) is continuous on a closed interval \([a,b]\) and \(N\) is any number \(f(a) < N < f(b)\) then there exists a value \(c \in (a,b)\) such \(f(c) = N\). The illustration corresponding to the theorem is to … Read moreIntermediate Value Theorem – Limits and Continuity