IVT: If f is continuous on the interval and is a number between and , then there exists a number in the interval such that
For your question, imagine s = 0 (i.e. a root)
Let . Note: and . So what can you conclude from IVT?
Can somebody help me with this problem. I'm trying to just understand it but having a hard time. Thanks
Use the Intermediate Value Theorem to show that there is a root of the equation x3+2x2=42 on the interval (0, 3). Your final answer should state your chosen values of N, f(x), a, and b.