Correct Answer: 72 km/h
Explanation:
Let length of the train = L According to the question, (L + 300)/21 = (L + 240)/18 ⇒ (L + 300)/7 = (L + 240)/6 ⇒ 6L + 1800 = 7L + 1680 ∴ L = 120 mTaking the length of the 2nd bridge into consideration, Speed of train = (L+ 240)/18 = (120 + 240)/18 m/s = (360/18) x (18/5) km/h = 72 km/h
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