(-4square root -5)(-2 Square root 3)
multiply and simplify. assume that all variables represents nonnegative numbers. (-4 Square root -5)(-2 Square root 3)
\[-4 \sqrt{-5} \times -2 \sqrt{3}\]
that is correct that Is the problem
Ok, so when we have a negative under the square root, what does that mean we will have in the final answer?
a -
No, it means we will have an imaginary number. A non-real number.
ok so no I am lost on this
ok so now I am lost on this
Ok, the way this would work is you take the numbers outside the square root and multiply them. Can you do that, and what do you get?
-8
-2*-4=8 Then you would multiply the numbers under the square roots.
and inside the square root would be 15
\[8\sqrt{-15}\] But you can't have a negative under the square root so we pull it out and put an "i" next to the 8. \[8i\sqrt{15}\] This is your final answer.
thank you so much for your help
No problem! Not gonna try and be rude here, but it is considered polite to give a medal to a helpful response.
Their you go
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