2к4с Исследование операций / МУ к практической работе 3

1. f ( x)

x2

x2

max

1

2

(x

5)2

(x

2

5)2

8

1

x1, x2

0

2. f ( x)

x2

x2

max

1

2

(x

4)2

(x

2

4)2

6

1

x1, x2

0

3. f ( x)

x2

x2

max

1

2

(x

8)2

(x

2

8)2

16

1

x1, x2

0

4. f ( x)

x4

x4

max

1

2

(x

4)2

(x

2

4)2

6

1

x1, x2

0

5. f ( x)

x2

x2

2x x

2

max

1

2

1

(x

7)2

(x

2

7)2

8

1

x1, x2

0

x13

x22

11

4x2

x2

x

2

7

1

2

x1, x2

0

2x3

3x2

3x2

5

1

2

1

x2

5x2

1

1

2

x1, x2

0

10. f ( x)

x2

6x2

x

2

max

1

2

5x2

2x2

3x

x

2

1

1

2

1

x2

6x

2

4

1

x1, x2

0

11. f ( x)

7x2

7x

2

max

1

2

(x2

2x2 )2

19

1

2

2x22

4x2

10

x1, x2

0

12. f ( x)

2x

2

x2

max

1

2

(x

2x

2

)2

(x2

3)2

10

1

2x22 4x2

1

x1, x2

0

13. f ( x)

x

2

7x2

x

2

max

1

2

(x

3)2

(x

2

3)2

16

1

2x2

4x

2

8

1

2

x1, x2

0

14. f ( x)

x2

x2

x x

2

max

1

2

1

(x

6)2

(x

2

6)2

9

1

12x2

4x2

11

1

2

x1, x2

0

15. f ( x)

1

x

2

1

x

2

2x x

max

2

1

2

2

1

2

1

x

2

x

2

3

2

1

2

12x2

7x2

9

1

2

x1, x2

0

16. f ( x)

x

4

x4

8x x

2

max

1

2

1

(x2

3)2

(x

2

3)2

9

1

2

x1, x2

0

17. f ( x)

1

x

4

2x

2

x

2

3x

max

4

1

1

2

2

x2

2x2

x

2

6

1

2

x1, x2

0

5x2

2x2

3x

x

2

7

1

2

1

x2

6x2

4

1

2

x1, x2

0

19.

f ( x)

18x2

6x2

x x

2

max

1

2

1

x2

12x2

1

1

2

22. f ( x)

8x2

6x2

max

1

2

x2

12x2

13x

7x

2

1

1

2

1

2x2

3x2

4

1

2

x1, x2

0

23. f ( x)

x2

x2

2x x

2

4x

25

max

1

2

1

1

x2

3x2

5x x

2

8

1

2

1

2x2

3x

2

4

1

2

x1, x2

0

24. f ( x)

11x2

13x2

4x

2x

2

6x x

2

max

1

2

1

1

9x1

x2

18

4x2

x2

x

2

1

1

2

x1, x2

0

25. f ( x)

2x

2

x2

2x

2

7x x

2

max

1

2

1

9x

x2

4

1

2

4x2

x2

4

1

2

x1, x2

0