Nicolai Haruk
I
max
z
der
25x
=
x, +
,
-0 8x
.
,
+
30x-1 2x ?
.
2x2=40
of
x2 = 0
X,
Dett er straight Lagrange multipliers
X -, 2
x,
+
2x2
ERR
=
ikle
of
er
optimal losing
40 i
caludes Siden
Jradet trielt
at
m ~
.
a
.
:
x
+
,
x2
Losningen ma
~d
-
1510
-
5
-
.
.
2x2
=
40 = xz
ligge pa
a
som
z
=
, ,
.
-
5
10 15
,
1
1
1
I
20-7
Ser
pa
f(x x2) Sinpel
bariat shalarfuntigon der vi Andher
I
1
1
1
#
.
=
a
fine
max z
pa C
.
f(x
x2)
,,
=
ha
vi ma
25 x
-0 8 x
.
,
constraint
en
!
125-1 6 x
.
.
=>
30-2
x,
+
=
=
.
2x ,
-
40
=
0
jer i
g
x,
=
,,
+
dette
2x2
x5g
=
.
4x2)
x7
2A4xc
25-1 6x ,
g(x x2)
:
ekphisilt fra
x
.
30-2
,
30x-1 2x ?
+
Jembajen
5f
fremfor i utighte
=
[A
25-16 x,
1 2x
.
Xe
=
=
2x]
=
15-1 2 Re
.
1 6x -10
,
.
4x ,
-
x,
:
40
=
0
20
x=
#
x2
x
=
Gir
=
20
z
1x,
10
5
x,
-
-
=
1
=>
17
.
383
,
=
-
X
=
=
,
14
=
x,
-
15 5
.
-
-
anfall danger
135-12 3 antall Comall
.
2
I
:
8-2x , -U
2-3u
1-2u
#:
I
E
:
⑭
xs(1-2u )
,
u
-
12
=
,
=
0
=
,
>
>X,
0
-
0
=
0
x
=
=
2
=
,
0
,
Y2
,
,
,
+
x
(8-2x -u )
x(2 -3u )
(x, + 342 2xz -12)
n
X,
= 0
,
X, -3x2 + 2x3
,
:
I:
0
,
=>
2
Garba
=
=
=
0
0
0
u
u
,
=
=
,
Y
zX