Matus1976 said:That's what it was, thanks!
How about this one?? The book has the answer as -1
lim x -> b [(x-b)^50 - x + b] / [x - b]
Dick said:Write the numerator as (x-b)^50-(x-b). It is divisible by (x-b), right?
A simple calc limit problem is a mathematical question that involves finding the value of a function as the input approaches a specific value or infinity. It is usually solved using the concepts of limits and derivatives.
To solve a simple calc limit problem, you need to first understand the concept of limits and derivatives. Then, use algebraic manipulations and theorems such as L'Hopital's rule to simplify the expression and find the limit value.
Simple calc limit problems are important because they help us understand the behavior of a function and its graph near a particular input value. This is crucial in many real-world applications, such as economics, physics, and engineering.
Some common techniques for solving simple calc limit problems include factoring, rationalizing, using trigonometric identities, and applying L'Hopital's rule. It is also important to have a solid understanding of basic algebra and calculus concepts.
Yes, you can use a calculator to solve simple calc limit problems. However, it is important to understand the concepts and techniques involved in solving these problems by hand before relying on a calculator. Additionally, not all calculators have the capability to solve more complex limit problems, so it is important to check your calculator's capabilities.