Two girls A and B runs on a circular tracks with the speed of 80 m/s and 140 m/s find the maximum number of distinct points where they can meet if they run in the opposite direction.

Two girls A and B runs on a circular tracks with the speed of 80 m/s and 140 m/s find the maximum number of distinct points where they can meet if they run in the same direction.

Two girls A nad B run on a circular track with constant speeds such that the ratio of their speeds is 3:5 find the maximum number of distinct points where they can meet if they run the opposite directions.

Two hands of a normal clock run at the speed of 30^@ per hour and 360^@ per hour find the number of distinct points where they meet on the dail.

A ,B and C run on a circular track of 800 m speeds of A,B and C are 20 m/s ,26 m/s and 33 m/s what is the ratio of distance covered by each one to meet for the first time?

P and Q run on a circular track of 100 m speed of P is 250 m/s and that of Q is 400 m/s at how many points on a circular track will they meet if they start fromn the same point simultaneously in the same direction?

Two persons A and B are running on a circular track at a speed of 15 m/s and 25 m/s respectively. The circumference of a circular track is 1200 m. If they start at the same place, at the same time and also in the same direction then find after how much time will they meet first? And also find after how much time will they reach at the starting point together.

A ,B and C run on a circular track of 800 m speeds of A,B and C are 20 m/s ,26 m/s and 33 m/s what will they meet for the first time?