Maclaurin series of the function

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Discussion Overview

The discussion revolves around finding the Maclaurin series of a specific function. Participants are exploring approaches to tackle the problem, sharing their struggles and seeking guidance on how to proceed, particularly in the absence of provided solutions.

Discussion Character

  • Homework-related, Exploratory, Technical explanation

Main Points Raised

  • One participant expresses difficulty in understanding how to approach the problem and requests assistance in getting started.
  • Another participant encourages sharing previous work to identify any mistakes and provide direction.
  • A participant suggests a connection between the positive solution of the function's numerator and Fibonacci numbers, though this is not elaborated upon.
  • There is a mention of a hint that supposedly contains the answer, prompting others to apply it to their work.
  • Repeated requests for help indicate a lack of clarity on how to proceed with the problem.

Areas of Agreement / Disagreement

Participants generally agree on the need for assistance and the challenge posed by the problem. However, there is no consensus on the approach to take or the correctness of any proposed methods.

Contextual Notes

Participants mention the absence of solutions for a bonus question, which adds to the difficulty in finding a starting point. There is also an implication that the hint provided may not be fully understood or utilized by all participants.

Who May Find This Useful

This discussion may be useful for students struggling with series expansions, particularly those looking for collaborative problem-solving approaches in a forum setting.

calculus66
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Please Refer to the attachment, I'm new to the forums and am not sure how to type Math Terms.

I've been working on this for a couple of days now and i can't get anywhere near an answer.

Any Help is MUCH appreciated! Thanks!
 

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Well, show us what you've done so far, and we'll try to explain if you doing something wrong, and point you in the right direction.
 
Do you see how to positive solution to the numerator of the function is related to the Fibonacci numbers?
 
well the truth is, everytime i comeback to this question i feel discouraged to continue because i really don't understand how to approach the question and then of course solve it. Normally the textbook has some sort of answer i can use to work backwards with, but seeing as it's a bonus question, they don't provide solutions or answers.

so really, even if someone could get me started or anything that may be of help it would be greatly appreciated!

thanks so much
 
Have you applied the hint? It shows you exactly how to do it.
Show what you got so far.
 
The answer is in the hint..
 

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