$$AB$$ is a straight road of length 400 metres. From $$A$$, Samrud runs at a speed of $$6 \text{ m/s}$$ towards $$B$$ and at the same time Saket starts from $$B$$ and runs towards $$A$$ at a speed of $$5 \text{ m/s}$$. After reaching their destinations, they return with the same speeds. They repeat it again and again. How many times do they meet each other in 15 minutes?

A

25

B

23

C

24

D

20