What is the quivalent of √3 +5 /√3 -5

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What is the quivalent of √3 +5 /√3 -5

Mathematics
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is it \[\frac{\sqrt{3}+5}{\sqrt{3}-5}\]?
no,i think you have to multiply the whole thing by √3 +5 but I don't remember how
no i meant was that the question?

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Other answers:

oh yeah, sorry
if so multiply numerator and denominator by the conjugate of the denominator
\[\frac{\sqrt{3}+5}{\sqrt{3}-5}\times \frac{\sqrt{3}+5}{\sqrt{3}+5}\]
the denominator will be \[3-25=-22 \]
the numerator will be \[3+25+10\sqrt{3}\]
is the final, simplified answer 14 + 5√3 / -11 ?
yes!
ok thank you!
welcome!

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