Question

An aeroplane can carry a maximum of 200 passengers.A profit of Rs 1000 is made for each executive class ticket and a profit of Rs 600 is made on each economy class ticket.The airline reserves atleast 20 seats for executive class.However, atleast 4 times as many passengers prefer to travel by economy class than by the executive class.Determine how many tickets of each type must be sold in order to maximise the profit for the airline.What is the maximum profit? Solve using linear programming

Answer 1

@ash2326 @dumbcow help me...

Answer 2

Let the executive class represent (x) and the economic class represent (y)

You have to make three inequalities, plug them on the graph and then shade the unwanted region.

I have to go so this what I can do for you

Answer 3

@Faris_Waleed
maximise 1000x+600y
\[x+y \le200\]
what is the 3rd equation?

Answer 4

http://yougems.reflectionsinfos.com/queries/viewquery/2564

Answer 5

ok @JOYAL

Answer 6

right @TheViper @jiteshmeghwal9

Answer 7

yes @mayankdevnani :)

Answer 8

thnx...

Answer 9

right @ajprincess