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Please help:) what is 6√150x simplified?
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Well, if you break up 150 into a product of a perfect square, we get \( 6 \sqrt{150x} = 6 \sqrt{6 \times \mathbf{25} x} \) From there, you should be able to pull out a 5 from the property \(\sqrt{ab} = \sqrt{a}\sqrt{b}\).
So it'd be 30x √ 6?
I get confused with the variable
You cannot remove the \(x\) from the square root because it is only multiplied once. If it were something like \(x^2\), we could bring out an \(|x|\) because \(\sqrt{x^2} = |x|\) (the absolute values make sure that we respect that x can be positive or negative and still be \(x^2\))
That makes sense! So then it would be \[30\sqrt{6x}\]
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Yes. :)
Thanks, I keep learning things every five seconds on open study:D
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