Question

Solve x^3 = -1

Answer 1

\[x^3=-1\]
\[x=\sqrt[3]{-1}\]
\[x=-1\]

Answer 2

check: x^3=-1
(-1)^3=-1
-1=-1

correct

Answer 3

There's two answers. Would it be -1 and 1+/-i(sqrt3) over 2?

Answer 4

not completely.\[x^3 + 1 = 0\]\[\Rightarrow (x+1)(x^2 - x + 1) = 0\]\[\Rightarrow x = -1, \frac{1\pm i\sqrt{3} }{2}\]

Answer 5

exactly^^

Answer 6

Thank you both!

Answer 7

yeah i forgot of the second answer

Answer 8

hey could somone here help me with my question when yall are done?