Question

A train can carry a maximum of 300
passengers. A profit of Rs. 800 is
made on each executive class and
Rs. 200 is made on each economy
class. The IRCTC reserves at least 40
tickets for executive class. However,
atleast 3 times as many passengers
prefer to travel by economy class,
than by executive class. It is given
that the number of executive class
ticket is Rs. x and that of economy
class ticket is Rs. y.
Optimize the given problem.
Based on the above information, answer the following questions
1 The objective function of the LPP is:
(a) Maximise Z = 800x + 200y (b) Maximise Z = 200x + 800y
(c) Minimise Z = 800x + 200y (d) Minimise Z = 200x + 800y
2 Which among these is a constraint for this LPP?
(a) x+y 300 (b) y 3x
(c) x 40 (d) y 3x
3 Which among these is not a corner point for this LPP?
(a) (40,120) (b) (40, 260)
(c) (30, 90) (d) (75, 225)
4 The maximum profit is:
(a) Rs.56000 (b) Rs. 84000
(c) Rs. 205000 (d) Rs. 105000
5 Which corner point the objective function has minimum value?
(a) (40,120) (b) (40, 260)
(c) (30, 90) (d) (75, 225)

Answer 1

Answer:

idk but you know mmaaan ok

Answer 2

Answer:

1a

2)b

3)c(30,90)

4)d(1050000

5)a(40,120)