Simplify the radical expression (see comment).
\[\Huge3\sqrt[3]{375}\]
Also, \[\Huge\sqrt{10}\left( 4-\sqrt{5} \right)+\sqrt{8} \left( \sqrt{5} + 2\right)\]
\[15\sqrt[3]{3}\]
♥ Can you get the next one for me? :3
yep, gimme a minute :)
I have a few more, if that's not pushing it :p
\[6\sqrt{10}+9\sqrt{2}\]
Ask away! :)
o.o 6sqrt10+9sqrt2 isn't one of the answers
whaaat?
\[\large\sqrt{10}\left( 4-\sqrt{5} \right)+\sqrt{8} \left( \sqrt{5} + 2\right)\]distribute into the parenthesis:\[\large4\sqrt{10}-\sqrt{50}+\sqrt{40}+2\sqrt{8}\]simplify the radicals:\[\large4\sqrt{10}-5\sqrt{2}+2\sqrt{10}+4\sqrt{2}\]add/subtract:\[\huge6\sqrt{10}-\sqrt{2}\]
closest to that is 6sqrt10-sqrt2
ty yummy. lal. you too mad :3
try working these out poopsie..you need to learn how to do these, not simply be given the answers
if that's the case, dont bother posting your questions just put them into http://www.wolframalpha.com/
Well, I kinda get how to do it from what you're saying there. How about I try to work one out and you check my answer? :3
yes that's better
and again...if al you need to do is check your answer, just put it into https://www.wolframalpha.com/ and itll give you the answer in seconds
\[\left( 6+3\sqrt{2} \right)\left( 5-\sqrt{2} \right)\] ============ \[24+9\sqrt{2}\]
I've tried wolframalpha, and I hated it. ._.
@yummydum
\[\left( 6+3\sqrt{2} \right)\left( 5-\sqrt{2} \right)\]FOIL and simplify:\[30-6\sqrt{2}+15\sqrt{2}-3\sqrt{4}\]\[30-9\sqrt{2}-3(2)\]\[30-9\sqrt{2}-6\]\[24-9\sqrt{2}~\checkmark\]\[\huge\ddot\smile\]
Now, for (7+√3)(7-√3) it would be 46, right?
\[(7+√3)(7-√3)\]FOIL and simplify:\[49-7\sqrt{3}+7\sqrt{3}-\sqrt{9}\]\[49-3\]\[46~~\checkmark\]\[\large\ddot\smile\]
Quick question, √125=? I'm tired and confused e_o
5√5.
I couldn't think straight.
yup :D
lol no problem...get up and take a 10 second walk :) itll freshen you up (IF AND ONLY IF YOU DONT HAVE ADHD)
does 5√5*6√5=30√5?
yes :)
try mathway.com
Now, here's one that I don't need help with the problem, but with a question related to the problem. Find the perimeter of a rectangular object which has a length of √180 feet and a width of √125 feet. I know that this is 5√5*6√5, but what is an Object found in a house/school that has these dimensions?
@yummydum got any ideas?
well \(\sqrt{180}ft\) is \(\approx13.416ft\) and \(\sqrt{125}ft\) is \(\approx11.180ft\) so something that is \(11ft\times 13ft\) ....umm...a rug? :)
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