The Data Envelopment Analysis model gives the following equation:$\frac {\text { Relative Output Value }} { \text {Relative Input Value } }$=$\frac{5 Y_{1}}{2 X_{1}}\frac{+7 Y_{2}+9 X_{2}}{+4X_{4}+3 X_{3}}$
Create a linear programming model for this DEA problem by converting this equation to a linear objective function and two linear constraints.

Question

The Data Envelopment Analysis model gives the following equation:$\frac {\text { Relative Output Value  }} { \text {Relative Input Value } }$=$\frac{5 Y_{1}}{2 X_{1}}\frac{+7 Y_{2}+9 X_{2}}{+4X_{4}+3 X_{3}}$ 
Create a linear programming model for this DEA problem by converting this equation to a linear objective function and two linear constraints.

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The Answer of The Data Envelopment Analysis model gives the following equation:$\frac {\text { Relative Output Value  }} { \text {Relative Input Value } }$=$\frac{5 Y_{1}}{2 X_{1}}\frac{+7 Y_{2}+9 X_{2}}{+4X_{4}+3 X_{3}}$ 
Create a linear programming model for this DEA problem by converting this equation to a linear objective function and two linear constraints.

The Data Envelopment Analysis Model Gives the Following Equation Relative Output Value Relative Input Value \frac {\text { Relative Output Value }} { \text {Relative Input Value } }Relative Input Value Relative Output Value ​

The Data Envelopment Analysis Model Gives the Following Equation $\frac {\text { Relative Output Value }} { \text {Relative Input Value } }$