1

.)( 0 = )( = *

. ))( , ( )( = *

. ( ))( + = )( *

. ( ) )( = )( **

)( (..) (..) )( 0 = )( *

. )( **

* (..) . ( )

+ )( :

* (..) . ( )

+ )(:

( ) . )( )( *

. ( ) )( )( *

3 3 = )( 2 021P 2

]1,0[ [+ ,1] ]0 ,]

x + 1 0 )( + 0 0 +

01

2 )x(f

3 23 = )( 0=)( 1 = 0 = 0 = )1 (3 0 = 3 23

3 3)1( = )1( , 0 = )0( 2 = 2)1(

1

2 ,1( , )0,0(

1

2 )

. )0,0(

,1(1

2 .. . )

.

2

1 = )( 3 3

3

2 2

9

2 021P

]3,0[ [+ ,3] ]0 ,]

121P ]1,1[ , || = )( .-

]2,0[ , nis = )( .-

221p . || = )(

. . )0,0(

3 2 = )( 0=)( 3 = 0 = 0 = )3 ( 0 = 3 2

9 = )0( 29 ,0( 9 = )3( ,

2 )9 ,3( , )

9 ,0(2 . )

.. . )9 ,3(

)0,0( . . 0=)( )0(

soc = )(

0=)( = 0 = soc

2=

32

( 2nis = )

23( , 1 =

2nis = )

3

2( 1 =

2( , )1 ,

3

2 )1 ,

(3

2( . )1 ,

2 . )1 ,

{ = )(0 10 < 1

0=)( )0,0( )0(

]0 ,]

[+ ,0]

3

[ 9 = )9+2(2

6= ]

)9+2(9

4 0=)( 0 = )9 + 2(9

3 9 = 2 0 = 9 + 2

= )3( )39(9

72=6

3= )3( , 2 =

)39(9

72=

6

3 )2,3( , )2,3( 2 =

)0( , )0(

[ 9 = )()23()3 2( )2(3

6[ 9 = ]

29 + 43 42

6[ 9 = ]

29 + 4

6 ]

(9 = )( )32

3 221p .

1 = )( 2 . [2,0] nis

2 - ) (1 12 3 2 3

x x x x f

. 2,3-

[+,3] [3,] [3,0] [0,3]

)2,3( .. )2,3( . .

= )(1

2 soc

0=)( =

1

2= soc 0 = soc

1

2=

3=

5

3

(

3= )

1

2(

3nis )

3=

63

2=

33

6( ,

5

3= )

1

2(5

3nis )

5

3=5

63

2=

335

6

( 3, 33

6 ( , )

5

3, 335

6 )

( . . 3, 33

65 ( .. )

3, 335

6 )

.

4

= )( 2

4+2

)0 ,0( 0 = )0(

= )()2(2 2)4 + 2(

2)4 + 2(=32 8 + 32

2)4 + 2(=

8

2)4 + 2( 0 = 0 = 8 0 =

soc = )(

4[ ,

2, 3

2 ]

4 = 0 =

) 1 , ( .. )1 , 0 ( . . . :

= )(

4nis

4 0 =

4nis

4nis 0 =

4 0 =

4 0 =

4 =

3 - - ) (3 12 3 4 2

. 3,2- x x x x f

= )(3

2 2

3

2 3

0=)( =

3

2 2

3

2 0 = 3

2

3

0 = 2 2

1 = x 2 = 0 = )1 + ()2 ( =

= )1( 7

47 , 1( 5 = )2( ,

4 )5 ,2( , )

7 , 1( .. )5 , 2 ( . . 4 )

04

1 ) (soc )4( , 1 ) (soc )0(4

f f

[3 ,] [+ ,3] )2 , 0 ( .. .

[2,2] [+,2] [2,]

[2,0]

.

5

= )( 1

2

2 = )( 3 0 = 2 0 =

,)0( )0(

= )( 2

1+

)4,2( , )0 ,0( 4 = )2( , 0 = )0(

)1( ,)1( 1 =

= )()1(2 2)1 + (

2)1 + (=2 + 2

2)1 + (=

)2 + (

2)1 + ( 2 = 0 = 0 = )2 + ( 0 =

3 72 = )(

3 = 0 = 23 72 = )(

2 < < 0 soc 2 = )(

= nis 1 = nis 2 0 = nis 2 + 1 = )(1

2=

6

[+ ,0] [0 ,]

[0,1] [1,2] [+ ,0] [2,]

)0,2( .. )0,0( . .

[+,3] [3,] [3,3]

)0,3( .. )0,3( . .

. nis

= :6= +

7

6

2 = :6=

11

6

.

6

521p .

23 3 = )3 (2 = )(

0=)( 2 = 0 = 0 = )2 (3 0 = 6 23

24 4 = )4 2(2 = )(

0=)( 2 = 0 = 0 = )2 2(4 0 = 8 34

)9 ,3( 9 = )3( , 3 = 0 = 6 2 = )(

6 2 = )(

)9 ,3( . . [3 ,] [+ ,3]

0 = 21 6 + 26 = )( 6 , 0 = )1 ()2 + ( 0 = 2 + 2

21 23 + 32 = )(

7 = )1( , 02 = )2( 1 = 2 =

)02 ,2()7 ,1(

0 = 23 6 = )( 6 4 = )2( , 0 = )0( , 2 = 0 = 0 = ) 2(3

3 23 = )( ) 3(2 = )(

)4 ,2()0,0(

[+ ,2] [0 ,] [2,0]

[+,1] [2,] [7 ,1]

7

0 = 1 4 = )( , 1 = 0 1 + 2 0 = )1 2()1 + 2(

= )( 55

5= )(

1

5 5

8.0 = )1( , 8.0 = )1(

)8.0 , 1()8.0, 1(

[1 ,1] [+,1] [1,] )8.0 , 1(, .. )8.0, 1( .

= )(2

31 0 = 3

2

3 0 2 0 = 3

)0(

2 = )( 3

= )( 4 2

4 3

4 = )0(

)4 , 0(

[0 ,] [+ ,0] )4 , 0(..

{ = )(5 15 < 1

)5(

{ = 5 + |5 | = |5 | 5 = )( 0 5 5 + 5 + 0 < 5 5 + 5

{ =5 01 + 5 <

5 = )5( )5, 5(

)5, 5( . .

[+ ,5] [5 ,]

1 = )(1

2 0 =

1

2 1 =

1 = 2

, 1 =

= )( 1+2

+ = )(

1

2 = )1( , 2 = )1(

)2 , 1()2, 1(

)0( ,)0(

[1,0] [0,1] [ +,1] [1, ] )2 , 1(, .. )2 , 1( .

.

8

= )()2(2 2)9 2(

2)9 2( 0 =

32 81 32

2)9 2( 0 =

81

2)9 2( 0 = 81

= )( 2

92

0 = )0( , 0 =

)0, 0( , )3( ,)3( , )3( ,)3(

[+ ,3] [3,0] [0,3] [3, ]

)0, 0( .

+ 1 = )()1()4()1(

2)1 + ( 0 =

1

4

2)1 + ( 0 =

4

2)1 + (1 =

4 = 2)1 + (

= )( 1+22

1++ 3 =

4

1+

2 = 1 + 1 = 3 =

8 = )3( , 0 = )1(

)8,3( ,)0, 1( , )1( ,)1(

[1 ,1] [1,3] [+,1] [3, ]

)8 , 3( . , )0, 1(...

= )(1

2 0 = nis

= nis

1

2 =

6

6

5

6

= )(

2 soc +

(

6= )

6

2soc +

6=

21+3

2=

36+

21(

6, 36+

21)

( 5

6= )

5

6

2soc +

5

6=5

213

2=

365

21(5

6, 365

21 )

.

9

...(56 ,563

12) . , (

6 ,+63

12) ]0,

6[ ]

5

6, 2[ ]

6,5

6[

2 2

2 2 2

2

( ) (sin )(cos )

( ) sin cos 0

sin cos cos

tan 1

tan 1

4

: 1 2 3 4

3 5 7

4 4 4 4

3 3 3 5 5 5 7 7 7( ) sin .cos ( ) sin .cos ( ) sin .cos ( ) sin .cos

4 4 4 4 4 4 4 4 4 4 4 4

2 2 2 2 2( )( ) ( )( ) ( )(

2 2 2 2 2

f x x x

f x x x

x x x

x

x

x

x x x x

f f f f

2 2 2) ( )( )

2 2 2

2 1 1 1 1

4 2 2 2 2

1 3 1 5 1 7 1( , ),( , ),( , ),( , )

4 2 4 2 4 2 4 2

203 5 7

4 4 4 4

( )

( )

x

f x

f x

30 2

2 2

( ) 0 0 0 0 0

( ) 1 0 1 0 1

x

f x

f x

22( ) cos 0,2 ( ) cos

( ) 2 cos ( sin ) 2sin cos 0 sin cos 0

sin 0 cos 0

30 2

2 2

3(0,1) ( ,1) (2 ,1) ( ,0) ( ,0)

2 2

f x x f x x

f x x x x x x x

x x

x x x x x

]2, [ ]

3

2, 2[ ]0,

2[ ],

3

2[

.

01

.

.