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How do you simplify this radical?
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\[\sqrt{125}\]
$$\sqrt{125}=\sqrt{5^3}=5\sqrt{5}$$
Why is there a five here before the radical?\[5\sqrt{5}\]
do you know how to draw factor trees?
yes i do
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cool then try that
it works though it just takes time :P
factor bushes?
example 100 2 50 2 25 do you think can simplify this? ___________ / 2* 2 * 25
Yeah 2*2*5*5
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simplify that more?
\[2^{2}5^{2}\]
remember ____ /x^2 = x
great :)
try it with your question
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i mean your other questions
its just another way to solve the problem :P
wait so i factored 125 and i got \[5^{3}\]
thats correct its 5 "cubed"
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