The discussion revolves around a limit problem involving the expression \(\lim_{n \to \infty}\frac{(A + (1/n))^4 - A^4}{1/n}\). Participants are exploring various approaches to tackle this limit, particularly focusing on the application of L'Hopital's Rule and alternative methods of simplification.
The conversation is ongoing, with various hints and suggestions provided. Some participants are questioning the original poster's understanding and encouraging them to share their work. There is a mix of advice on different approaches, but no consensus has been reached on a single method to solve the problem.
There is a noted concern regarding the original poster's unfamiliarity with L'Hopital's Rule, which has implications for their ability to engage with the problem as presented. Additionally, the original poster expresses frustration with their own attempts, indicating a struggle with the material.
You need to show us what work you have done on the problem, Misr, even if it's just thoughts about it. It is unacceptable to just post a question and say "I can't do it".
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Yep, I totally agree and I DO respect this ...but my work is very random and terrible and it has nothin to do with the right answer...I tried your creative ways before..so I agree with that ...it gives excellent results
hope you can understand this
Thanks very much