Two trains of lengths 280 m and 220 m are running towards each other on parallel lines, one at the speed of 70 km/hr and another at 50 km/hr, respectively. How much time (in seconds) will they take to cross each other?
Two trains of lengths 280 m and 220 m are running towards each other on parallel lines, one at the speed of 70 km/hr and another at 50 km/hr, respectively. How much time (in seconds) will they take to cross each other?
280 मीटर और 220 m लंबीई वाली दो ट्रेनें समानांतर पटरियों पर क्रमश: 70 km/hr और 50 km/hr की चाल से एक दूसरे की ओर गतिमान हैं। उन्हें एक-दूसरे को पार करने में कितना समय (सेकंड में) लगेगा?
Detailed Solution & Logic
15
Simple Solution:
Total distance = sum of lengths
$280 + 220 = 500$ m
Relative speed (opposite direction):
$70 + 50 = 120$ km/hr
Convert into m/s:
$120 \times \frac{5}{18} = 33.33$ m/s
Time =
$ \frac{500}{33.33} = 15$ seconds
Final Answer:
15 seconds
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