It is known that the points F1 and F2 are the left and right focus of hyperbola (x ^ 2) / (a ^ 2) - (y ^ 2) / (2) = 1 (a > 0), respectively. Through F2, the direction of the focus perpendicular to the X axis is made, and the intersection hyperbola is% 1 If △ f1ab is an equilateral triangle, the asymptote equation of the hyperbola is obtained
If the answer is accepted, you will get 2 points. If the answer is accepted, you will get a reward and 20 points
Let af2 = m, then AF1 = 2m, F1F2 = [3 ^ (0.5)] Ma = MC = 0.5 * [3 ^ (0.5)] MB = 0.5m, so the asymptote equation is y = 0.5x and y = - 0.5x