Question

(sqrt)- 6(2 + (sqrt) - 6))

Answer 1

\[\sqrt{-6}\left( 2 +\sqrt{-8} \right)\]

Answer 2

What format is the answer supposed to be in?
Does it want a decimal, or fraction, or what?

Answer 3

just solve

Answer 4

No instructions at all? Cause if you just solve it'll come out to be one lonnnnnnggggg decimal.

Answer 5

But if you keep it in square root form it'll be cleaner.
It just depends on what your teacher is looking for.

Answer 6

-4(sqrt) 3 + 21(sqrt)6 is one of the answers

Answer 7

choices*

Answer 8

Okay so it wants it just like that alright.
Well you have your equation. \[\sqrt{-6}(2+\sqrt{-8})\]
You need to multiply everything by \[\sqrt{-6}\]
So it'll look like this,\[(\sqrt{-6}\times2)+(\sqrt{-6}\times \sqrt{-8})\]

Answer 9

Can you take it one step further from there?

Answer 10

no

Answer 11

Alright well \[2\times \sqrt{-6}\] can't be simplified any further. So you have 1/2 of your answer.

Answer 12

Now for the second part of your answer,\[\sqrt{-6} \times \sqrt{-8}\]
To multiply square roots you multiply the numbers within their sign. soooo\[\sqrt{-6(-8)}\]
Now you solve that part.