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x+2y<=20................(i)
3/2x+1/2y<=10 ......(ii)
3x+y<=20
x+2y<=20
6x+2y<=40
---------------- ---
-5x <= -20
x<=4
x+2y<=20
4+2y<=20
2y<=16
y<=8
jadi total pakian maksimum jadi model 1 + model 2 = 4+8=12
5. tas a =x tas b =y
x+y=25 ...... (1)
30.000x+40.000y <= 840.000
3x+4y<=84 .............. (2)
3x+3y<=75
3x+4y<=84
------------- ------
y <= 9
x+y <= 25
x+9 <=25
x <=16
jadi keuntungan maksimum x + y= 16(5000) + 9(8000)= 80.000 +72.000 =152.000