108 மீ நீளமுள்ள ரயில் ஆனது 50 கி.மீ/ மணி வேகத்தில் சென்று கொண்டிருக்கிறது. அது 112 மீ நீளமுள்ள ஒரு ரயிலை எதிர்திசையில் 6 நொடிகளில் கடக்கிறது. எனில் இரண்டாவது ரயிலின் வேகம் என்ன? The 108 m long train is traveling at 50 km / h. It crosses a 112 m long train in 6 seconds. What is the speed of the second train?

When two trains move in opposite directions, their relative speed is the sum of their individual speeds. Let the speed of the second train be x km/h, so the relative speed is (50 plus x) km/h. The total distance they need to cover to cross each other is 108 m plus 112 m, which equals 220 m. We convert the relative speed to meters per second, giving (50 plus x) multiplied by 5/18, and set this equal to the total distance divided by the time: 220 divided by 6. Solving the equation (50 plus x) multiplied by 5/18 equals 220/6 results in x equals 82. The speed of the second train is 82 km/h.

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