How to Work with the Intermediate Value Theorem?
A step-by-step guide to working with the intermediate value theorem Working with the Intermediate Value Theorem, Example 1: First, find the values of the given function at the (x=0) and (x=2). Substitute (x=0): (f(x)=x^5-2x^3-2=0) → (f(0)=(0)^5-2(0)^3-2) (f(0)=-2) Substitute (x=2): (f(x)=x^5-2x^3-2=0) → (f(2)=(2)^5-2(2)^3-2) (f(2)=32-16-2) (f(2)=14) Therefore, we conclude that at (x = 0), the curve is […]