The ratio of the ac, first and second class fares between two railway stations is 10:8:3 and that of the number of the passenger travelling by ac, first and second class is 3:4:10. if on a day Rs 8050 are collected as total fare, then find out the amount collected by first class passengers
Answers
The ratio of the first and second class train fares between two stations is 3 : 1 and that of the numbers of passengers travelling between the two stations by first and second classes is 1 : 50. If on a particular day, Rs. 1,325 are collected from passengers travelling between the two stations. Then the amount collected from the second class passengers is
A) Rs. 1,250
B) Rs. 1,000
C) Rs. 850
D) Rs. 750
Correct Answer:
A) Rs. 1,250
Description for Correct answer:
53x = 1325
x=132553=25x=132553=25
∴∴ Amount collected from IInd Class = 50x
25×50=Rs.125025×50=Rs.1250
Part of solved Ratio and Proportions questions and answers : >> Aptitude >> Ratio and Proportions
Answer:
. Ratio of charges = 10:8:3
no. of passengers 3:4:10
One day Collections=30:32:30
15:16:15
Collection form 1st Class Passengers: Rs.8050x16/46=
Rs.2800. Ans