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OpenStudy (kittiwitti1):
\[\frac{\sqrt{5}}{11}\]This?
Also, what are your options?
OpenStudy (gamenerd123):
Which expression is equal to 511√511 ?
25/11
5√11/11
5/√11
√55/11
OpenStudy (gamenerd123):
Ignore the question
OpenStudy (gamenerd123):
Those are the options
OpenStudy (kittiwitti1):
\(511\sqrt{511}\)?
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OpenStudy (gamenerd123):
5/√11
OpenStudy (gamenerd123):
|dw:1477592395342:dw|
OpenStudy (kittiwitti1):
So you want to find another form of \(\large{\frac{5}{\sqrt{11}}}\)?
OpenStudy (gamenerd123):
Yes, which expression is equal to it
OpenStudy (kittiwitti1):
Hmm, let's see.
These are your options, yes?
1) \(\Large{\frac{25}{11}}\)
2) \(\Large{\frac{5\sqrt{11}}{11}}\)
3) \(\Large{\frac{5}{\sqrt{11}}}\)
4) \(\Large{\frac{\sqrt{55}}{11}}\)
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OpenStudy (welshfella):
multiply top and bottom of the fraction by \[\sqrt{11}\]
OpenStudy (kittiwitti1):
I think there is more than one option as the answer if I got the options right...
are you allowed to pick more than one choice? @Gamenerd123
OpenStudy (gamenerd123):
Find the Square root of 11 and then multiply? or just multiply by 11?
OpenStudy (gamenerd123):
Nope, just one
OpenStudy (kittiwitti1):
Hmm, that's weird, because the original \(\Large{\frac{5}{\sqrt{11}}}\) is also one of the options...
But what @welshfella said is correct. You should do this:\[\frac{5}{\sqrt{11}}\times\frac{\sqrt{11}}{\sqrt{11}}\]
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