if two trains pf length L1 and L2 km respectively
are travelling in same direction at S1 km/h and S2 km/h respectively, such that s1>s2 ,then S1-S2 is called their relative speed and the time taken by the faster train to cross the slower train is given by( \frac{l1 + l2}{s1 + s2} )
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Step-by-step explanation:
Given that,
Length of 1st Train (Lt) = 150m
Length of 2nd Train (Lt) = 180m
Length of 1st Train (Lt) = 50km/hr
Length of 2nd Train (Lt) = 58km/hr
Now,
Relative speed = 58+50 = 108km/hr
108 ✖ 5/8 = 30m/sec
Crossin time (Tc) = Sum of length of two objects/Relative speed
= 150+80/30
= 11 second
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