Can someone help explain this process to me? Its on the Radical Expressions and Equations Unit Test. square root sign/250h^4k^5. I'm not really sure how you would write that, but I really need to understand the process of how to solve this.
how to write what?
square root sign/250h^4k^5.
do you just need to simplify it?
I only really know how to do really simple problems.
I think i need to actually solve it but simplifying is a start.
\( 250 \implies 25*5*2 \)
okay. I understand that.
and thus \( \sqrt{25}*\sqrt{5*2} \implies 5\sqrt{10}\)
But what do you do with the exponents?
\( 250 \implies 25*5*2 \) and thus \( \sqrt{25}*\sqrt{5*2} \implies 5\sqrt{10}\) $$ h^4=\pmatrix{h^2}^2\\ k^5=\pmatrix{k^2}^2*k^1\\ \text{so what you have in the end is}\\ \sqrt{5^2*10*\pmatrix{h^2}^2*\pmatrix{k^2}^2*k} $$
Okay. I think i got that. Is that it? Like, would that be the final stage in solving the problem or is there another step?
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