How Do You Rationalize the Numerator with Square Roots in Limits?

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Discussion Overview

The discussion revolves around the process of rationalizing the numerator involving square roots in the context of limits, specifically focusing on an example limit as a variable approaches a certain value.

Discussion Character

  • Homework-related, Exploratory

Main Points Raised

  • One participant presents a limit problem involving the square root and seeks clarification on how to rationalize it.
  • Another participant expresses skepticism about the ability to rationalize a surd, suggesting that it cannot be done.
  • A third participant offers to help clarify the question, indicating uncertainty about the original intent and suggesting a possible misunderstanding of the approach.
  • A later reply indicates that the original poster has resolved their issue independently.

Areas of Agreement / Disagreement

The discussion reflects a lack of consensus, with some participants questioning the feasibility of rationalizing square roots while others are unsure about the original question's clarity. The final post suggests that the original poster found a solution, but it does not clarify the differing views on rationalization.

Contextual Notes

There is ambiguity regarding the specific method of rationalization being discussed, and the initial question may not have been clearly articulated, leading to varied interpretations among participants.

afcwestwarrior
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when u use square roots, here's an example
lim 9-t/3-squareroot of t
t approaches 9
all i need is an example on how u rationalize the sqaure root of something, i know how to rationalize regular stuff, but i forgot how to rationalize sqaure roots
 
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no one knows how to do it,
 
I hope I've understood your question: you wish to rationalise a surd (which is irrational)? No it can't be done.

Would you like to rewrite the question in Latex? I'm not quite sure what it is that you're trying to do. Perhaps you are taking the wrong approach?
 
it's ok i figured it out
 

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