Question

\[\sqrt{-12} = \sqrt{4\times3\times-1}\]\[\sqrt{4\times \sqrt{3\times \sqrt{-1}}}\]\[2\times \sqrt{3\times \sqrt{-1}}\]\[2i \sqrt{3}\]

Answer 1

is that the answer ?

Answer 2

yes the answer is right but the work is wrong

Answer 3

how do i fix it?

Answer 4

\[\sqrt{-12}=\sqrt{12}\times \sqrt{-1}=\sqrt{12}i\]

Answer 5

and
\[sqrt{12}=\sqrt{4\times 3}=\sqrt{4}\times \sqrt{3}=2\sqrt{3}\]

Answer 6

it may be just a typo on your part, but you wrote
\[\sqrt{4\times \sqrt{3\times \sqrt{-1}}}\]

Answer 7

with nested radicals. maybe that is not what you meant because your answer is correct

Answer 8

the thing wouldn't let put the little square roots, im new to this.

Answer 9

ok i thought as much. you have it correct if you write it with pencil and paper i am sure

Answer 10

okay, thank you(: