what is the rationalizing factor of root 3+1????????? pls ans fast
\[\sqrt3+1\] i guess it would be the \(\sqrt3-1\) although i have never heard it called that before
"rationalizing factor"?? learn something new every day
Do you mean something along these lines? \[\frac{x}{(\sqrt{3}+1)} \] And you need to rationalize your denominator? What @satellite73 sent you is the correct answer if that is the case
It is called that because it is the factor used to rationalize the denominator when involving complex factors. And radical factors.
Meaning something like \[\frac{x}{\sqrt{3}+1}=\frac{x(\sqrt{3}-1)}{(\sqrt{3}+1)(\sqrt{3}-1)}=\frac{x(\sqrt{3}-1)}{2}\]?
Yep That is exactly what it is. Or at least what I am talking about.
Ok :) Another term learned, thanks.
thnx ppl
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