■ No GDC ■for SL and HL students(a) Consider a unit square (each side is one unit) such that points A and B are two of the vertices of the square. Point C is a randomly chosen point in the interior of the square. Imagine that the location of point C is determined by throwing a dart that sticks somewhere insider the square. Assuming that all points in the interior of the square have an equal probability of being chosen...