Question

write the negation of the statement :root2 is not a complex number​

Answer 1

$\sqrt{2}$is not a complex number​.

Step-by-step explanation:

We have,

$\sqrt{2}$

The negation of the statement $\sqrt{2}$ is not a complex number.

We know that,

The definition of complex number,

z = x + iy

Where, x is called real part of the complex number and

y is called imaginary part of the complex number, is not zero.

∴ $\sqrt{2}$, is not a complex number​.

Hence, $\sqrt{2}$ is not a complex number​.