Question
A train crosses a pilar in 20 seconds and a platform of
length 300 metres in 25 seconds,then what will the 120% of the length of the train.Solution
Let the length of the train is 'x'metres. ATQ, (x/20) = {(x + 300)/25} Multiplying throughout by '5', we get Or, (x/4) = {(x + 300)/5} Or, 5x = 4x + 1200 So, x = 1200 So, required value = 1200 X 1.2 = 1440
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88 * 16 * 4 * 1...
Select the correct combination of mathematical signs that can sequentially replace the * signs and balance the given equation.
32 * 366 * 6 * 2 * 134 = 20
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