PLEASE HELP ME ON THIS ALGEBRA PROBLEM:-)Rewrite in simplest rational exponent form square root x multiplied by 4 square root x . Show each step of your process.
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Can you use the equation button to correctly type out the equation so its easy to read :) I can help you, I just want to make sure that my information is accurate.
okay! thanks
\[\sqrt{x} \times \sqrt[4]{x}\]
and then in simplest rational exponent form :-) @LexiLuvv2431
Okayy, do you have any answer choices? or is this a word problem
its just a question where I need to explain each step and how i got it and the answer of course :)
Okayy so, I'm gonna walk you through this just so you know for next time :) Do you know where to begin?
not really for this one
You're going to rewrite \[\sqrt{x}\] with rational exponents first. so \[\sqrt{x}\] = \[x_{2}^{1}\]
where'd you get the 2 from?
That is x with an exponent of 1/2 if you're confused.
okay thanks!
2 is a rational exponent of x thats were the 2 comes from
oh ok
Next we have \[\sqrt[4]{x}\] You then take the rational exponent from here too which is the 4 aand turn it into a fration so it would look like this \[x_{4}^{1}\] x has the exponent of 1/4
that makes sense
So the final product is |dw:1439933580751:dw|
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