Identify and write all the constraints which determine the given feasible region in Figure-2.
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In linear programming, clearly write down all constraints derived from the problem statement. These inequalities define the feasible region for optimization.
The given constraints for the linear programming problem are:
\[
\boxed{
\begin{aligned}
3x + y &\leq 8, \\
x + y &\geq 4, \\
4x + 5y &= 28, \\
2x + y &\geq 10, \\
x &\geq 0, \\
y &\geq 0.
\end{aligned}
}
\]
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