# Let AX ⊥ BC of an equilateral triangle ABC :

Let AX ⊥ BC of an equilateral triangle ABC. Then the sum of the perpendicular distances of the sides of ΔABC from any point inside the triangle is:

- Equal to AX
- Equal to BC
- Greater than AX
- Less than AX

Let AX ⊥ BC of an equilateral triangle ABC. Then the sum of the perpendicular distances of the sides of ΔABC from any point inside the triangle is:

- Equal to AX
- Equal to BC
- Greater than AX
- Less than AX