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How do you solve: sqrt(16x^5)
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\[\sqrt{16x^5}\]
You mean simplify right?
yup
4x^(5/2)
\[\sqrt{16x^5} \\ \\ \text{Since 16 and x is multiplying} \\ \\ \sqrt{16}\sqrt{x^5} \\ \\ 4\sqrt{x^5}\]
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Sam, I was taught that you could simplify the X too down to 4x^2\[\sqrt{x}\]
So what do you do with the x?
No you can't simplify that, because \[4\sqrt{x^5}=4x^{\frac{5}{2}}\]
square root is half of an exponent
OOOOOOOOHHHHH ok thank you soooooo much. :D
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@KowaiPanda welcome :)
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