Given:
The distance of the circular path race = 1500 m
Anil's speed = 36 km/hr
Bilal's speed = 54 km/hr
Both start from the same point and at the same time and run in the same direction.
Concept used:
When A and B are moving with x km/hr and y km/hr, respectively
In the same direction,
then Relative speed = (x - y) km/hr
In the opposite direction,
then Relative speed = (x + y) km/hr
Formula used:
Conversion of km/hr to m/sec
1 km/hr = (5/18) m/sec
Distance = speed x time
Calculation:
According to the question,
They are moving in the same direction,
Relative speed = (54 - 36) km/hr
⇒ Relative speed = 18 km/hr
⇒ Relative speed = 18 x (5/18) m/sec
⇒ Relative speed = 5 m/sec
As we know that,
Distance = Speed x time
⇒ Time = Distance/speed
⇒ Time = 1500/5 = 300 sec
∴ The answer is 300 sec.

Alternate MethodFormula used:
Time taken to meet for the 1st time = Length of the track/Relative Speed
Time taken = L/u+v, when moving in the opposite direction.
Time taken = L/u-v, when moving in the same direction.
Where, L = Length of the track
u = Speed of A, v = speed of B
1 km/hr = (5/18) m/sec
Calculation:
Time taken to meet for the 1st time = 1500/[(54-36) x (5/18)]
So, time taken for meeting for the 1st time = 1500/5 = 300 sec
∴ The answer is 300 sec.