| Assertion [A]: Maximum value of \[z=11x+5y\] subject to the constraints |
| \[3x+2y\le 25,\,x+y\,\le 10,\,x,\,y\ge 0\] occurs at corner point \[\left( \frac{25}{3},\,0 \right)\]. |
| Reason [R]: If the feasible region of the given LPP is bounded then the maximum & minimum value of the objective function occur at corner points. |
A) Both A and R are individually true and R is the correct explanation of A.
B) Both A and R are individually true and R is not the correct explanation of A.
C) 'A' is true but 'R' is false
D) 'A' is false but 'R' is true
E) Both A and R are false
Correct Answer:
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