Task 12
Find minimum of the function
f = 10x12 + 3x22 + 2x1x2 - 106x1 - 28x2
subject to
2x1 + x2 < 16
2x1 + 3x2 < 24

If the function is given in matrix form f(X) = (X,QX) + (L,X), then
Q =   10   1
  1   3

L =   -106  
x1
  -28
x2



Outcome

fmin = f(X0) = -307

    X0   grad f
x1
  5   0
x2
  3   0


Execution constraints
  AkX0     B
  13
<
  16
  19
<
  24


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