For a LPP the feasible solution region is as shown above and the objective function is
Min z = 10 x+ 5y
Then minimum value of x is :
Answer & explanation
Correct answer: option 4
The correct answer is Option (4) → 50 at (0, 10)
| corner points | value of Z |
| $A(0,10)$ | $Z_A=50$ |
| $B(6,4)$ | $Z_B=80$ |
| $C(16,0)$ | $Z_C=160$ |
Minimum value of Z = 50 at (0, 10)