Answer:
They will both leave at 07:15am
Explanation:
Given



Required
Next time both buses leave the station at the same time
To do this, we list out the multiples of 75 and 15.
We have:


After the first departure at 06:00 am (0 minutes) for both buses respectively, the next time they both leave is after 75 minutes (common multiple)
So, the time is:

