Question

Can we write x+√3x as 2√3x?
(x is not under the square root)

Answer 1

Answer:

Not at all because there is only one √3 coefficient.

Step-by-step explanation:

According to the question the factorization should be done in this way:

$x + \sqrt{3} x = x(1 + \sqrt{3} )$

The above method is the correct one. 2√3x can be achieved in the following way.

$\sqrt{3} x + \sqrt{3} x = 2\sqrt{3} x$

I hope you are clear if not just comment me Mark me as the brainiest.