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A policeman notices a thief from a distance of 300m. The thief starts running and the policeman chases him. The thief and the policeman run at speeds of 10km/h and 12km/h, respectively. What will be the distance between them (in m) after 6 minutes?

  1. A
    150
  2. B
    200
  3. C
    80
  4. D
    100

Solution & Step-by-step Explanation

1. Relative Speed: Since both are running in the same direction:
Relative Speed=Speed of Policeman−Speed of Thief
Relative Speed=12km/h−10km/h=2km/h
Convert Relative Speed into meters per minute or meters per second:

Relative Speed=2×
18
5

m/s=
9
5

m/s
Time given =6 minutes=6×60=360 seconds.

Distance covered relative to each other in 6 minutes:

Distance Covered=Relative Speed×Time
Distance Covered=
9
5

×360=5×40=200m
Remaining distance between them:

Initial Distance=300m
Distance after 6 minutes=300m−200m=100m

Practice this question

Try it yourself before checking the explanation above.

A policeman notices a thief from a distance of 300m. The thief starts running and the policeman chases him. The thief and the policeman run at speeds of 10km/h and 12km/h, respectively. What will be the distance between them (in m) after 6 minutes?
A
150
B
200
C
80
D
100

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