Three motorcyclists ride around a circular course starting at the same place and the same time. The first passes the starting point every 36 min, the second every 27 min, and the third every 24 min. After how many minutes will all three pass the starting point again at the same time? Explain your reasoning. (Simplify your answer.) minutes A. All three pass the starting point at the same time again after 36.27. 24 = minutes B. All three pass the starting point at the same time again after GCD(36,27,24)= minutes. C. All three pass the starting point at the same time again after LCM(36,27,24) = x​