Table 4 Production, profit, labour’s hexagonal intuitionistic parameter.

From: Neutrosophic goal programming technique with bio inspired algorithms for crop land allocation problem

Crop

Production

Profit

Labour

\(y_1\)

(3220,3340,3400,3460,3520,3640;

(69230,71810,73100,74390,75680,78260;

(27,29,30,31,32,34;

3160,3280,3400,3460,3580,3700)

67940,70520,73100,74390,76970,79550)

26,28,30,31,33,35)

\(y_2\)

(1520,1540,1550,1560,1570,1590;

(96520,97790,98425,99060,99695,100965;

(15,17,18,19,20,22;

1510,1530,1550,1560,1580,1600)

95885,97155,98425,99060,100330,101600)

14,16,18,19,21,23)

\(y_3\)

(1100,1200,1250,1300,1350,1450;

(64075,69900,72812.5,75725,78637.5,84462.5;

(62,64,65,66,67,69;

1050,1150,1250,1300,1400,1500)

61162.5,66987.5,72812.5,75725,81550,87375)

61,63,65,66,68,70)

\(y_4\)

(3340,3580,3700,3820,3940,4180;

(71810,76970,79550,82130,84710,89870;

(27,29,30,31,32,34;

3220,3460,3700,3820,4060,4300)

69230,74390,79550,82130,87290,92450)

26,28,30,31,33,35)

\(y_5\)

(1420,1440,1450,1460,1470,1490;

(90170,91440,92075,92710,93345,94615;

(15,17,18,19,20,22;

1410,1430,1450,1460,1480,1500)

89535,90805,92075,92710,93980,95250)

14,16,18,19,21,23)

\(y_6\)

(1260,1320,1350,1380,1410,1470;

(27090,28380,29025,29670,30315,31605;

(12,14,15,16,17,19;

1230,1290,1350,1380,1440,1500)

26445,27735,29025,29670,30960,32250)

11,13,15,16,18,20)

\(y_7\)

2520,2640,2700,2760,2820,2940;

(46620,48840,49950,51060,52170,54390;

(17,19,20,21,22,24;

2460,2580,2700,2760,2880,3000)

45510,47730,49950,51060,53280,55500)

16,18,20,21,23,25)

\(y_8\)

(2620,2740,2800,2860,2920,3040;

(56330,58910,60200,61490,62780,65360;

(27,29,30,31,32,34;

2560,2680,2800,2860,2980,3100)

55040,57620,60200,61490,64070,66650)

26,28,30,31,33,35)

\(y_9\)

(10900,11300,11500,11700,11900,12300;

(218000,226000,230000,234000,238000,246000;

(26,28,29,30,31,33;

10700,11100,11500,11700,12100,12500)

214000,222000,230000,234000,242000,250000)

25,27,29,30,32,34)

\(y_{10}\)

(8600,9200,9500,9800,10100,10700;

(137600,147200,152000,156800,161600,171200;

(32,34,35,36,37,39;

8300,8900,9500,9800,10400,11000)

132800,142400,152000,156800,166400,176000)

31,33,35,36,38,40)

\(y_{11}\)

(320,340,350,360,370,390;

(21936,23307,23992.5,24678,25363.5,26734.5;

11,12,12.5,13,13.5,14.5;

310,330,350,360,380,400)

21250.5,22621.5,23992.5,24678,26049,27420)

10.5,11.5,12.5,13,14,15)

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