Mathematical Problems in Engineering

Research Article

Value- and Ambiguity-Based Approach for Solving Intuitionistic Fuzzy Transportation Problem with Total Quantity Discounts and Incremental Quantity Discounts

Table 5

Value of the IF cost and IF price breakpoints when  = 0.25.
Supply
Demand0.28  14.58 : 3.4
14.58  25.94 : 2.7
25.94  : 2.1		0.28 ≤ X121 < 4.42 : 3.8
4.42 = X122 < 14.38 : 3.4
14.38 = X123 < 77.74 : 2.7		0.28 ≤ X131 < 2.7 : 4.4
2.7 = X132 < 14.58 : 3.8
14.58  : 3.4		45
0.28 = X211 < 25.94 : 14.58
25.98 = X212 < 75.8 : 4.42
75.8 = X213 < 77.74 : 2.7		0.28 = X221 < 14.58 : 4.42
14.58 = X222 < 75.8 : 3.8
75.8 = X223 < 77.74 : 3.4		0.28 = X231 < 3.8 : 4.42
3.8 = X232 < 14.58 : 2.7
`4.58 = X233 < 77.74 : 2.1		45
0.28 = X311 < 4.42 : 25.94
4.42 = X312 < 14.58 : 14.58
14.58 = X313 < 77.74 : 4.42		0.28 = X321 < 2.1 : 4.42
2.1 = X322 < 14.58 : 3.4
14.58 = X323 < 77.74 : 2.1		0.28 = X331 < 3.8 : 4.42
3.8 = X332 < 14.58 : 2.7
14.58 = X333 < 77.74 : 2.1		30
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