Buses start from a terminal with speed 20kmph at intervals of 10 minute. What is the speed of a man coming from opposite direction towards the terminal if he meets buses at an interval of 8 minutes?
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Answered by
2
Hi friend,
Let the speed of the man be
x
x km/hr
Speed is inversely proportional to the time (when distance is constant).
Here the distance between the buses remains constant.
20 kmph is inversely proportional to 10 minutes
(20+x) kmph is inversely proportional to 8 minutes
⇒
20
×
10
=
(
20
+
x
)
×
8
200
=
160
+
8
x
40
=
8
x
x
=
5
⇒20×10=(20+x)×8200=160+8x40=8xx=5
speed of the man = 5 kmph
Hope this helps you
....
Please mark it as brainliest answer...☺☺☺
Let the speed of the man be
x
x km/hr
Speed is inversely proportional to the time (when distance is constant).
Here the distance between the buses remains constant.
20 kmph is inversely proportional to 10 minutes
(20+x) kmph is inversely proportional to 8 minutes
⇒
20
×
10
=
(
20
+
x
)
×
8
200
=
160
+
8
x
40
=
8
x
x
=
5
⇒20×10=(20+x)×8200=160+8x40=8xx=5
speed of the man = 5 kmph
Hope this helps you
....
Please mark it as brainliest answer...☺☺☺
saka82411:
Oh my god!!
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