how would I convert 18/sqrt3 and 10/sqrt3 to simplest radical form?
HI!!
\[\frac{18}{\sqrt3}=\frac{18}{\sqrt3}\times\frac{\sqrt3}{\sqrt3}=\frac{18\sqrt3}{3}=6\sqrt3\] second one is similar
I get how you did the first one now, but I dont quite understand how to apply this to the second one yet.
10 isn't divisible by three, and I think thats throwing me off @misty1212
does that mean it's already in simplest radical form?
You can just leave out the final step if it doesn't divide evenly
so it already is in simplest radical form?
\( \frac{18}{\sqrt3}=\frac{18}{\sqrt3}\times\frac{\sqrt3}{\sqrt3}=\frac{18\sqrt3}{3}= \color{red}{6\sqrt3} \) If you can't divide, leave out only the red part.
so (10sqrt3)/3 is simplest radical form?
That's pretty much the agreed 'most simple' form.
Even if it looks less simple, it's the most commonly accepted way to simplify it.
thanks, can you medal misty for me since you both helped?
sure, no problem
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