Solution type	$x_1^{*}$	$x_2^{*}$
Lower boundary	$\text{max}(x_1^{\mathit{\text{min}}},\frac{{\beta }_1}{{\alpha }_1})$	$\text{min}(x_2^{\mathit{\text{max}}},\frac{B-C_1{x}_1^{*}-({\alpha }_1{x}_1^{*}-{\beta }_1)x_1^{*}}{C_2})$
Upper boundary	$\text{min}(x_1^{\mathit{\text{max}}},x_1^{\mathit{\text{bound}}})$	$\text{min}(x_2^{\mathit{\text{max}}},\frac{B-C_1{x}_1^{*}-({\alpha }_1{x}_1^{*}-{\beta }_1)x_1^{*}}{C_2})$
Interior	$\mathrm{m}in(x_1^{\mathit{\text{int}}})$	$\text{min}(x_2^{\mathit{\text{max}}},\frac{B-C_1{x}_1^{*}-({\alpha }_1{x}_1^{*}-{\beta }_1)x_1^{*}}{C_2})$
Interior	$\text{max}(x_1^{\mathit{\text{int}}})$	$\text{min}(x_2^{\mathit{\text{max}}},\frac{B-C_1{x}_1^{*}-({\alpha }_1{x}_1^{*}-{\beta }_1)x_1^{*}}{C_2})$