Solve the following LPP by graphical method: Maximize $Z=4x+3y$ subject to $x+y\le50$, $x+2y\le80$, $2x+y\ge20$, $x,y\ge0$.

> > [!TLDR] > Plot the feasible region formed by the constraints, identify its corner points, and evaluate $Z$ at each — the maximum occurs at a vertex. > > Constraints: $x+y\le50$, $x+2y\le80$, $2x+y\ge20$, $x,y\ge0$. > …

Solve the following LPP by graphical method: Maxim

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Z=4x+3y

Odisha ChseOdisha CHSE +2 Science Board Exam 2022Subjective· 5mImportance★★★★★est

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Question of 66

Z=4x+3y

Odisha ChseOdisha CHSE +2 Science Board Exam 2022Subjective· 5mImportance★★★★★est

0% · 0/66 Questions

You're viewing a preview — the full solution, concept, methods & PYQ mapping are locked.

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Q.Solve the following LPP by graphical method: Maximize $Z=4x+3y$ subject to $x+y\le50$ , $x+2y\le80$ , $2x+y\ge20$ , $x,y\ge0$ .

Q.Solve the following LPP by graphical method: Maximize $Z=4x+3y$ subject to $x+y\le50$ , $x+2y\le80$ , $2x+y\ge20$ , $x,y\ge0$ .

Q.Solve the following LPP by graphical method: Maximize Z=4x+3yZ=4x+3yZ=4x+3y subject to x+y≤50x+y\le50x+y≤50, x+2y≤80x+2y\le80x+2y≤80, 2x+y≥202x+y\ge202x+y≥20, x,y≥0x,y\ge0x,y≥0.

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Q.Solve the following LPP by graphical method: Maximize Z=4x+3yZ=4x+3yZ=4x+3y subject to x+y≤50x+y\le50x+y≤50, x+2y≤80x+2y\le80x+2y≤80, 2x+y≥202x+y\ge202x+y≥20, x,y≥0x,y\ge0x,y≥0.

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Q.Solve the following LPP by graphical method: Maximize $Z=4x+3y$ subject to $x+y\le50$ , $x+2y\le80$ , $2x+y\ge20$ , $x,y\ge0$ .

Unlock the full solution

Q.Solve the following LPP by graphical method: Maximize $Z=4x+3y$ subject to $x+y\le50$ , $x+2y\le80$ , $2x+y\ge20$ , $x,y\ge0$ .

Unlock the full solution