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$\sqrt{3}$
