DIRECTIONS for questions 9 and 10: Type in your answer in the input box provided below the question. Two persons, A and B, simultaneously started running, from the same point, around a circular track, in the same direction, and met each other for the first time after 15 min from the start, during which time B had completed exactly five laps. Instead, if they had run in opposite directions, after how many minutes from the start would their 11th meeting have taken place, given that the speed of A is more than the speed of B?

Two boys ‘A’ and ‘B’ are running on a circular track. ‘A’ takes 1 minute to finish one round while ‘B’ takes 50 seconds to complete one round. If they start simultaneously at 10.00 am, then which of the following is the time at which they can meet at the starting point?10.11 am10.15 am10.22 am10.33 am

Two cars on a circular track traveling at the rate of 10 and 15 laps per minute. If both the cars starts at a same time, after how long the cars cross at the strating point?

Select the correct answerB starts 4.5 minutes after A from the same point, for a place at a distance of 3.5 miles from the starting point. A on reaching the destination turns back and walk a mile where he meets B. If A’s speed is a mile in 6 minutes then B’s speed is a mile in _minutes?Options₹ 10₹ 8₹ 12₹ 9

Directions for questions 1 and 2: Type in your answer in the input box provided below the question.Abhi and Sam start from a point on a circular track of length 180 m at 12 AM and run in opposite directions. They meet for the first time at the starting point at 12:20 AM. The ratio of the speeds of Abhi and Sam is 3 : 5. Find the time taken (in seconds) by them to meet for the first time.

Problem:A circular track has a circumference of 2𝜋2π miles. Runner A can complete one lap in 20 minutes, while Runner B can complete one lap in 30 minutes. If both runners start at the same point and run in the same direction, how long will it take for Runner A to overtake Runner B?