Let's find the seconds as an improper fraction:

He ran 100 meters in 48/5 seconds or 9.6 seconds. To find the speed in meters per second we have to divide the distance (in meters) by the time (in seconds):

The average speed is 125/12 m/s (or 10.42 m/s, rounded to the nearest hundredth)
In mixed numbers the speed is 10 5/12 m/s