Question : A policeman saw a thief from a distance of 450 m. When the policeman started chasing him, the thief also started running. The ratio of speeds of the thief to the policeman is 7 : 8. After running how much distance (in km) can the policeman catch the thief?

Option 1: 3.75

Option 2: 3.4

Option 3: 3.6

Option 4: 3.15

Question : A policeman noticed a thief from 300 m. The thief started running and the policeman was chasing him. The thief and the policeman ran at speeds of 8 km/h and 9 km/h, respectively. What was the distance between them after 3 minutes?

Option 1: 225 m

Option 2: 250 m

Option 3: 300 m

Option 4: 200 m

Question : A policeman saw a thief at a distance of 400 m. The thief started running at a speed of 10 km/h and the policeman chased him at 12 km/h in the same direction. At what distance from the starting point will the policeman catch the thief?

Option 1: 2.4 km

Option 2: 3 km

Option 3: 2 km

Option 4: 2.8 km

Question : A policeman spots a thief at a distance of 360 m. Both the policeman and the thief simultaneously start running, with the former chasing the latter. While the thief runs at the speed of 8 km/h, the policeman runs at 9.2 km/h. How many metres will the policeman have to run before he catches up with the thief?

Option 1: 2852

Option 2: 2714

Option 3: 2668

Option 4: 2760

Question : A thief is stopped by a policeman from a distance of 150 metres. When the policeman starts the chase, the thief also starts running. Assuming the speed of the thief is 7 km/h and that of the policeman is 9 km/h, how far would the thief have run before he was overtaken by the policeman?

Option 1: 420 metres

Option 2: 630 metres

Option 3: 315 metres

Option 4: 525 metres