Multiple choice

இரு இரயில்கள் மணிக்கு 60 கி.மீ மற்றும் 90 கி.மீ வேகத்தில் எதிரெதிர் திசையில் செல்கின்றன. அந்த ரயில்களில் நீளங்கள் முறையே 1.10 கி.மீ மற்றும் 0.9 கி.மீ ஆகும்.எனில் மெதுவாக செல்லும் ரயில் வேகமாக செல்லும் ரயிலை எத்தனை நொடிகளில் கடக்கும்? The two trains go in the opposite direction at speeds of 60 km / h and 90 km respectively. The lengths of those trains are 1.10 km and 0.9 km, respectively. How many seconds will a slow-speed train pass the fast-speed train?

  1. 36 நொடிகள்/36 seconds

  2. 45 நொடிகள்/45 seconds

  3. 48 நொடிகள்/48 seconds

  4. 49 நொடிகள்/49 seconds

  5. இவற்றில் ஏதுமில்லை/None of these

Reveal answer Fill a bubble to check yourself
C Correct answer
Explanation

Relative speed = 60 + 90 = 150 km/h = 150 * 5/18 = 125/3 m/s. Total distance = 1.1 + 0.9 = 2.0 km = 2000 m. Time = Distance / Speed = 2000 / (125/3) = 2000 * 3 / 125 = 16 * 3 = 48 seconds.

AI explanation

The relative speed of the two trains traveling in opposite directions is the sum of their speeds: 60 kmph + 90 kmph = 150 kmph. To convert this to meters per second, multiply by 5/18, which gives 125/3 m/s. The total distance to cross is the sum of their lengths: 1.10 km + 0.9 km = 2.0 km, which is 2000 meters. The time is calculated by dividing the total distance by the relative speed, so 2000 divided by 125/3 equals 48 seconds. The trains will pass each other in 48 seconds.