What is the simplest form of the radical expression?
4 3^sqrt 3x + 5 3^sqrt 10x

Question

What is the simplest form of the radical expression?
4 3^sqrt 3x + 5 3^sqrt 10x

mosaic · Answer

Can you use the Equation editor to rewrite the problem so it is clearer?

anonymous · Answer

4$$4 \sqrt[3]{3x} + 5\sqrt[3]{10x}$$

anonymous · Answer

ignore the 4 on the top

anonymous · Answer

$$4\sqrt[3]{3x}+5\sqrt[3]{10x}$$

mosaic · Answer

Is it the above or  $\Large 4(3)^{\sqrt{3x}} + 5(3)^{\sqrt{10x}}$  ?

mosaic · Answer

You can post a screenshot of the question if you'd like.

anonymous · Answer

No its exactly how i posted it rn

mosaic · Answer

$ \Large
4\sqrt[3]{3x}+5\sqrt[3]{10x} = 4\sqrt[3]{3}\sqrt[3]{x}+5\sqrt[3]{10}\sqrt[3]{x} = 
\sqrt[3]{x}\{4\sqrt[3]{3}+5\sqrt[3]{10}\}
$

anonymous · Answer

how do i simplify that?

mosaic · Answer

There is a missing curly braces, }, at the end above.  
IDK if they expect you to use the calculator and simplify the constant within the curly braces.  Can't think of any further simplification.  Do you have answer choices?

anonymous · Answer

Yes hold on :P

anonymous · Answer

$$9\sqrt[3]{13x}$$

anonymous · Answer

$$27\sqrt[3]{10x}$$

anonymous · Answer

and the other one just says  d. not possible to simplify

mosaic · Answer

Choice c is missing.

anonymous · Answer

Choice C is wrong tho

mosaic · Answer

I'd go with d)

anonymous · Answer

okay thanks :)