Directions (set of 5 questions): Answer the following question based on the information given below.
On a daily basis, there are two flights fly from India to Japan - flights A and B. Both flights provide three types of services - First Class, Business Class and Economy Class. On a certain day, flight B has 700 passengers and flight A has 25% more passengers than flight B. 8% of the total passengers of flight B are overseas First Class passengers. The number of Indian to overseas First Class passengers in flight B is in the ratio 3 : 2. The number of Indian Business Class passengers in flight A is one-ninth of the total passengers travelling to Japan on that day. Out of the 335 Economy Class passengers in flight A, 115 are overseas passengers. 20% of the total travelers to Japan, travel by Business Class in flight A. 20% of the passengers in flight B are Indians in the Economy Class. The First Class of flight A has Indian and overseas passengers in the ratio 5:4. The total number of first class passengers in flight
A is $\dfrac{9}{10}$ th of the total Economy Class passengers in flight B. The Business Class of flight B has 10 more Indians than overseas passengers.
What is the difference between the total overseas passengers and the number of Indian passengers in flight A?
Solution
Total Indian passengers in flight A
= 125+ 175 + 220 = 520
Total overseas passengers in both flights
= 100 + 140 + 115 + 56 + 150 + 110 = 671
Required difference = 671 - 520 = 151