Given the solution to a quadratic function:
[tex]9-\sqrt[]{2i}[/tex]
Let's select the statement that is true.
The given solution (9 - √2i) is a complex conjugate.
For any quadratic function, the complex roots can be expressed as:
[tex]a\pm bi[/tex]
The solution to the quadratic function is:
[tex]9\pm\sqrt[]{2i}[/tex]
Therefore the other solution to the quadratic function, g, will be:
[tex]9+\sqrt[]{2i}[/tex]
ANSWER:
D. The other solution to function g is 9 + √2i
