对于线性规划问题: Min f= (28+2)x1+(16+3)x2+(5+)x3 s.t. (1)写出此问题的对偶问题。 (2)当=0时,求出此问题和它的对偶问题的最优值。 (3)当值在什么范围时,=0时的最优解仍是此问题的最优解。http://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0000.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0001.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image006.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0002.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0003.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0004.png
对于线性规划问题: Min f= (28+2)x1+(16+3)x2+(5+)x3 s.t. (1)写出此问题的对偶问题。 (2)当=0时,求出此问题和它的对偶问题的最优值。 (3)当值在什么范围时,=0时的最优解仍是此问题的最优解。http://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0000.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0001.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image006.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0002.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0003.pnghttp://sharecourse.upln.cn/courses/c_1101_03/theory/module_3/unit_3_blocks/2_clip_image002_0004.png
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