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Theory and Modern Applications

Table 9 Sensitivity table for Model 3

From: Arbitrary-order economic production quantity model with and without deterioration: generalized point of view

Parameters

Change in values

\({T}^{{*}}\)

\({t}_{{1}}^{{*}}\)

\({\mathrm{TAC}}^{{*}}\)

\({q}_{{max}}^{{*}}\)

\({c}_{{h}}\)

48

0.1454915

0.08783444

561,866.9

81,183

50

0.1454915

0.08783444

561,866.9

81,183

52

0.1454915

0.08783444

561,866.9

81,183

\({c}_{{p}}\)

34

0.1417628

0.09164477

516,582.9

81,162.12

36

0.1454915

0.08783444

561,866.9

81,183

40

0.1399389

0.0844624

607,139.6

81,201.39

\({c}_{{0}}\)

490

0.1440319

0.08694787

561,797.8

81,187.85

500

0.1454915

0.08783444

561,866.9

81,183

510

0.1469366

0.0887122

561,935.3

81,178.20

K

24,950

0.1455730

0.08805949

561,863.1

80,771.88

25,000

0.1454915

0.08783444

561,866.9

81,183

25,050

0.1454113

0.08761109

561,870.6

81,594.15

D

14,950

0.1456006

0.0876086

560,011.5

81,596.95

15,000

0.1454915

0.08783444

561,866.9

81,183

15,050

0.1453860

0.0806192

563,722.1

80,769.23

\({\theta }_{{1}}\)

0.345

0.1465341

0.08845998

561,818.1

83,556.77

0.35

0.1454915

0.08783444

561,866.9

81,183

0.355

0.1444709

0.08722204

561,915.3

78,908.90

\({\theta }_{{2}}\)

0.0045

0.1455589

0.08787488

561,863.7

81,182.80

0.005

0.1454915

0.08783444

561,866.9

81,183

0.0055

0.1454242

0.08779406

561,870.1

81,183.21