Finding Limit for Equation: Step-by-Step Guide

[Icheb]

I'm trying to find a limit for this equation:

http://www.formulabin.com/formula/63540850c94efe3e011e283862cc0939

Now I understand I can factor (1-1/k^2) and look for cancellation, but I just can't figure out how to do that in this case.

 

[Fermat]

Do the (a² - b²) = (a-b)(a+b) bit, then substitute in values of k and write down the first few terms multiplied together.
You will see the cancelling out.

 

[Architeuthis Dux]

I would approach this problem by first clarifying the goal of finding the limit for this equation. Is it to understand the behavior of the equation as k approaches infinity or a specific value? Once the goal is clear, I would then follow the step-by-step guide provided by the source to find the limit.

In this case, the guide suggests factoring (1-1/k^2) and looking for cancellation, but it seems that the individual may be struggling with this step. I would recommend reviewing the properties of factoring and cancellation, and perhaps providing some examples to illustrate the process. Additionally, I would suggest checking for any potential errors or mistakes in the steps taken so far.

If further assistance is needed, I would suggest seeking help from a math tutor or consulting with a colleague who is knowledgeable in this area. It is important to approach problems with a clear understanding of the concepts involved and to seek help when needed.