An aeroplane can carry a maximum of 250 passengers. A profit of Rs. 1500 is made on each executive class ticket and a profit of Rs. 900 made on each economy class ticket. the airline reserves at least 30 seats ofr executive class. However at least 4 times as many passengers perfer to travel by economomy class than by excutive class. Formulate LPP in order to maximize the profit for the airline.A. Minimize `z=1500x+900y` subject to `x+yle250,xle30,yge4x,xge0,yge0`B. Minimize `z=1500x+900y` subject to `x+yle250,xge30,yge4x,xge0,yge0`C. Minimize `z=1500x+900y` subject to `x+yge250,xge30,yge4x,xge0,yge0`D. Minimize `z=1500x+900y` subject to `x+yge250,xge30,yge4x,xge0,yge0`

An aeroplane can carry a maximum of 250 passengers. A profit of Rs. 15

1.	An aeroplane can carry a maximum of 250 passengers. A profit of Rs. 1500 is made on each executive class ticket and a profit of Rs. 900 made on each economy class ticket. the airline reserves at least 30 seats ofr executive class. However at least 4 times as many passengers perfer to travel by economomy class than by excutive class. Formulate LPP in order to maximize the profit for the airline.A. Minimize `z=1500x+900y` subject to `x+yle250,xle30,yge4x,xge0,yge0`B. Minimize `z=1500x+900y` subject to `x+yle250,xge30,yge4x,xge0,yge0`C. Minimize `z=1500x+900y` subject to `x+yge250,xge30,yge4x,xge0,yge0`D. Minimize `z=1500x+900y` subject to `x+yge250,xge30,yge4x,xge0,yge0`
Answer» Correct Answer - B

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Objective function of an LPP isA. a constraintB. a function to be optimisedC. a relation between the variableD. feasible region
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