Please use only Python to solve the following problem:

Additional info is as follows:

distances_ to_meet(speed1_fps, speed2_fps, track_length_feet): This function solves the classic math problem: assume two people are cycling around a track; they start at the same time but ride at different speeds. We need to calculate the distance they each travel before they meet again on the track. Notes o Assume both speed are positive integers given as feet per second o The track length is given as an integer number of feet; You should return two integers as the number of feet in a tuple, you need to use int() to convert your final answers to ints; o We do not know which cyclist travels faster o Here are some sample calls and their expected answers. distances_to_meet (10,20,100) distances_to_meet (10,5,40) distances_to_meet (12,5,200) (100,200) (80,40) (342,142)