a 150m long train crosses a milestone in 15 sec and a train of same length coming from opposite direction in 12 sec. what is the speed of other train
Answers
Answered by
8
Velocity = Displacement/Time
Since it is already given that the length of the to trains are the same,
So,
Velocity of the first train =(150/15)
=10 m/s
Now,
Let the velocity of second train be x
The second train is travelling opposite to each other so, the relative velocity will be,
10+x
Hence,
10+x=(150+150)/12
120 +120x= 300
120x= 180
x=15 m/s
SO,
the velocity of other train is 15m/s
Since it is already given that the length of the to trains are the same,
So,
Velocity of the first train =(150/15)
=10 m/s
Now,
Let the velocity of second train be x
The second train is travelling opposite to each other so, the relative velocity will be,
10+x
Hence,
10+x=(150+150)/12
120 +120x= 300
120x= 180
x=15 m/s
SO,
the velocity of other train is 15m/s
Answered by
0
Answer:
Let the speed of the second train be x m/s
Speed of first train =
150
= 10 m/sec
15
Relative speed of trains
= (x + 10) m/s
Total distance covered
= 150 + 150 = 300 metre
∴ Time taken =
300
x + 10
⇒
300
= 12
x + 10
⇒ 12x + 120 = 300
⇒ 12x = 300 – 120 = 180
⇒ x =
180
= 15 m/s
12
=
15 × 18
or 54 kmph.
Explanation:
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