Can someone help?? I don't understand how to solve this. The screenshot is below in the comments.

Question

luvvdani1516 · Answer

attachment

luvvdani1516 · Answer

@smokeybrown

luvvdani1516 · Answer

@astrid1

Astrid1 · Answer

Almost done writing it 💀

snowflake0531 · Answer

Let's take one term at a time
$$\sqrt{108x^2y^3}$$
We can separate it, and then put it back together
$$\sqrt{108x^2y^3}=\sqrt{108}\times\sqrt{x^2}\times\sqrt{y^3}$$ can you simplify that ^

luvvdani1516 · Answer

@astrid1 wrote:

Almost done writing it 💀

Okay

Astrid1 · Answer

@snowflake0531 wrote:

Let's take one term at a time $$\sqrt{108x^2y^3}$$ We can separate it, and then put it back together $$\sqrt{108x^2y^3}=\sqrt{108}\times\sqrt{x^2}\times\sqrt{y^3}$$ can you simplify that ^

💀 Thanks. Although I was jut about to type it on here 👀

luvvdani1516 · Answer

I'm not the best at understanding algebra 💀

563blackghost · Answer

Follow as snow said. You first need to split the equation in order to be able to simplify.

First simplify $\bf{\sqrt108}$ how would this simplify?

563blackghost · Answer

https://www.khanacademy.org/math/algebra/x2f8bb11595b61c86:rational-exponents-radicals/x2f8bb11595b61c86:simplifying-square-roots/a/simplifying-square-roots-review Khan academy shows how to simplify radicals quite well. It's very informative on the steps to the conclusion. You should take a look at it.

luvvdani1516 · Answer

Okay, thank you! I'll look into that for help!

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