How much more is the value of the perimeter of the equilateral triangle compared to the bisector of the same triangle

How much more is the value of the perimeter of the equilateral triangle compared to the bisector of the same triangle ?

How I did it:

probably easy but I don't get the answer, the perimeter of the equilateral triangle = $$3x$$, bisector = $$\sqrt{3}x$$ then dividing the perimeter by bisector length, i get $$\sqrt{3}$$, how should I do this?

correct answer is 2$$\sqrt{3}$$

• The bisector length is not $\sqrt 3$. Please doublecheck. – user58697 Jun 25 at 20:31
• yeah lol, I used 30 60 90 ratios like a robot – bartly ajames Jun 25 at 20:36