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i could really use some help factoring radical expressions. taking my first math class since high school, a little behind.
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you got one in mind?
well, why does the square root of 6x*thee square root of 3x become 3x*the square root of 2
\[6x\sqrt{3x}\]?
it doesn't i must have misread the question
try writing like sqrt(2x) for example, then it will be easier to read
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oh maybe \[\sqrt{6x}\times \sqrt{3x}\] like that?
yes.
ok it goes like this \[\sqrt{6x}\times \sqrt{3x}=\sqrt{6x\times 3x}=\sqrt{18x^2}=\sqrt{9\times x^2\times 2}\] \[=\sqrt{9}\times \sqrt{x^2}\times \sqrt{2}=3x\sqrt{2}\] a little more drawn out then necessary but i did not want to skip any steps
thanks for the reply. do you know any good sights for video lectures?
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