Comprehension Passage

Directions: Answer the questions based on the information given below.

In a city, there are six different theaters, each showcasing two genres of movies: 'Comedy' and 'Horror'. The bar graph below illustrates the total number of ticket bookings for movies (Comedy + Horror), as well as the difference in ticket bookings for each movie genre within each theater.

The following table displays the prices of booked tickets (in Rs.) for each genre of movie within the same given movie theater.

Theaters
Price of a 'Comedy' movie ticket
Price of a 'Horror' movie ticket
A
150
180
B
120
140
C
170
130
D
130
160
E
160
110
F
140
150

 

Note : (1) The total revenue generated by a theater = The revenue generated from selling all the given 'Comedy' movie tickets + The revenue generated from selling all the given 'Horror' movie tickets within that theater.

(2) In all other movie theaters except for theater 'B' and theater 'E', the number of booked 'Comedy' movie tickets is less than the number of booked 'Horror' movie tickets.

If the total revenue generated by selling all the booked tickets (Action + Drama) in another theater 'Y' is 27.77% of the total revenue generated by theater 'A' and theater 'B' together, and the total number of movie tickets booked in theater 'Y' is 151, then what is the price of a ticket for an 'Action' movie in theater 'Y' assuming the price of an 'Action' movie ticket is the same as the price of a 'Drama' movie ticket?

1
100 Rs.
2
150 Rs.
3
200 Rs.
4
250 Rs.
5
300 Rs.

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