An Airline operates flight between 2 major cities and has two classes of tickets, Economy and Business.
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Find the constraint of the given LPP. |
$\begin{matrix}x+y≥180\\500x+12y≥1000\end{matrix}$ $\begin{matrix}x+2y≥180\\500x+24y≥2000\end{matrix}$ $\begin{matrix}500x+1200y≥10000\\x+y≤1000\end{matrix}$ $\begin{matrix}x+y≤180\\5000x+12000y≥10,00,000\end{matrix}$ |
$\begin{matrix}x+y≤180\\5000x+12000y≥10,00,000\end{matrix}$ |
The correct answer is Option (4) → $\begin{matrix}x+y≤180\\5000x+12000y≥10,00,000\end{matrix}$ Total seats per flight = 180 $x+y≤180$ and, operational cost constraint is, $5000x+12000y≥10,00,000$ $x,y≥0$ (Non-Negative constraints) |