Question 6A circle of radius $r$ rolls freely inside an equilateral triangle of side $a$, where $a\ge2\sqrt3r$. Find the area inside the triangle that the circle does not cover. $(\sqrt3-\pi)r$$(2\sqrt3-\pi)r$$(3\sqrt3-\pi)r$$(3\sqrt3-\pi)r^2$$(4\sqrt3-\pi)r^2$