Question

40% of the passengers from a train got down at station 75% of the remaining got down at station if the remaining 12A taken at the station how many passengers were there in the train

Answer 1

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Answer 2

Let number of passengers in the beginning=x

40% of the passengers got down at station suppose P.

Passenger left in the train= x-$\frac{40\times x}{100}$=$\frac{60\times x}{100}$=$\frac{6\times x}{10}$

Now, 75% of the remaining got down at station  suppose Q

Number of passengers left in train when train leaves the station Q

     =  $\frac{6\times x}{10} -\frac{6\times x}{10}\times\frac{75}{100}=\frac{6x}{40}$

Now , 12 are taken to last station.

→$\frac{6x}{40}=12$

→6 x= 40×12

x = 480÷6

x=80

So, there were 80 passengers  in the train when train started.