12 (П) произвоная и первообразная. Исследование функций

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2
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27
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3
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11
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1.

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0
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2

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0
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x

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x
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3

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x
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3

27

3
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54.

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54
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11
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1
1.1.

f
0
(0)
,
1.1
f
(
x
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=
3
x
4

15
x
2

4
x
+
16.
1.2.

f
0
(

1)
,
1.2
f
(
x
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=
x
5
+
x
7
+
x
12
.
1.3.

f
0
(1)
,
1.3
f
(
x
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=
x
3
x
4
x
7
.
1.4.

f
0
(4)
,
1.4
f
(
x
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=
(
x

5)
14
.
1.5.

f
0
(

3)
,
1.5
f
(
x
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=
3(
x
+
4)
5
.
1.6.

f
0
(4)
,
1.6
f
(
x
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=
(3
x

11)
8
.
1.7.

f
0
(

5)
,
1.7
f
(
x
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=
(
x
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4)
6
+
(
x
+
6)
4
.
1.8.

f
0
(

4)
,
1.8
f
(
x
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=
(
x

5)(
x
+
5)
4
.
1.9.

y
0
(

4)
,
1.9
y
=
(
x
+
3)
7
(
x
+
7)
3
.
1.10.

f
0
(

3)
,
1.10
f
(
x
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=
(
x
+
1)(
x
+
2)(
x
+
3).
:
12
:
2
2.1.

2.1
y
=
x
3

2
x
2
+
x

2.
2.2.

2.2
y
=
9

4
x
+
4
x
2

x
3
.
2.3.

2.3
y
=
x
3

3
,
5
x
2
+
2
x

3.
2.4.

2.4
y
=
x
3
+
x
2

8
x

7.
2.5.

2.5
y
=
x
3

4
x
2

3
x

12.
2.6.

2.6
y
=
x
3
+
8
x
2
+
16
x
+
3.
2.7.

2.7
y
=
x
3
+
x
2

16
x
+
5.
2.8.

2.8
y
=
x
3
+
4
x
2
+
4
x
+
4.
2.9.

2.9
y
=
x
3

4
x
2

8
x
+
8.
2.10.

2.10
y
=
x
3
+
5
x
2
+
3
x
+
2.
13
:
:
3
3.1.

3.1
y
=
3
x
2

2
x
3
+
1

[

4
;
0]
.
3.2.

3.2
y
=
4
x
2

4
x

x
3

[1
;
3]
.
3.3.

3.3
y
=
x
3

2
x
2
+
x
+
5

[1
;
4]
.
3.4.

3.4
y
=
x
3
+
x
2

8
x

8

[

3
;
0]
.
3.5.

3.5
y
=
x
3

4
x
2

3
x

11

[0
;
6]
.
3.6.

3.6
y
=

(
x
+
6)(
x
2

36)

[

4
;
3]
.
3.7.

3.7
y
=
(
x

3)(
x
+
3)
2

[

2
;
2]
.
3.8.

3.8
y
=
2
23
27
+
(
x

2)
2
+
(
x

2)
3

[1
;
2]
.
3.9.

3.9
y
=
(1

x
)(
x

4)
2

[0
;
3]
.
3.10.

3.10
y
=
(
x

10)(
x
2

11
x
+
10)

[

1
;
7]
.
:
14
-.
34
3.

y
=
25
x
+
x
+
25.
.
:
y
0
=

25
x
2
+
1.
,-
-
:
x
2

25
x
2
=
(
x

5)(
x
+
5)
x
2
.

x
=
5
,
,
-
.

:5.
4.

y
=
x
+
9
x


[

4
;

1]
.
.
:
y
0
=
1

9
x
2
.

:
x
2

9
x
2
=
(
x

3)(
x
+
3)
x
2
.

[

4
;

1]

x
=

3
,-
.-
,
x
=

3
-
.,

.:
y
(

3)
=

3
+
9

3
=

6.

:

6
.
15
:
4
4.1.

f
0


1
2

,
4.1
f
(
x
)
=
3
x

2
.
4.2.

y
0
(1)
,
4.2
y
(
x
)
=
7
x
3
.
4.3.

f
0

3
4

,
4.3
f
(
x
)
=
5
x
+
9
x

1
+
8.
4.4.

g
0
(

1)
,
4.4
g
(
x
)
=
4
x
2
+
3
x
+
7
x
.
4.5.

y
0
(

10)
,
4.5
y
=
8(
x
+
9)

10
.
4.6.

g
0
(7)
,
4.6
g
(
x
)
=
7
(
x

6)
5
.
4.7.

f
0
(

4
,
5)
,
4.7
f
(
x
)
=
x

4
x
2

16
.
4.8.

y
0
(2)
,
4.8
y
(
x
)
=
5
(4
x

9)
3
.
4.9.

g
0
(2)
,
4.9
g
(
x
)
=
5
4
x
2

15
.
4.10.

y
0
(

3)
,
4.10
y
=
7
x
+
2
2
x
+
7
.
:
16
:
5
5.1.

5.1
y
=
16

16
x

x
.
5.2.

5.2
y
=

x
2
+
36
x
.
5.3.

5.3
y
=
x
2
+
64
x
.
5.4.

5.4
y
=
7

0
,
5
x

2
x
2
.
5.5.

5.5
y
=
4
x
2
+
x
+
4.
5.6.

5.6
y
=
27
x

0
,
5
x
2
+
6.
5.7.

5.7
y
=
0
,
5
x
2
+
1
x
+
1
,
5.
5.8.

5.8
y
=
16
x

x
2
+
9.
5.9.

5.9
y
=
x
2

54
x
+
45.
5.10.

5.10
y
=
128
x

x
2
+
100.
17
:
:
6
6.1.

6.1
y
=
x
2
+
16
x

[2
;
8].
6.2.

6.2
y
=
x
2
+
7
x
+
49
x

[

14
;

1]
.
6.3.

6.3
y
=
x
2

6
x
+
36
x

[3
;
9]
.
6.4.

6.4
y
=
x
2

8
x
+
64
x

[

16
;

4]
.
6.5.

6.5
y
=
x
2
+
10
x
+
100
x

[1
;
20]
.
6.6.

6.6
y
=
x
3
+
x
2
+
9
x

x
2

[

9
;

1]
.
6.7.

6.7
y
=
x
2
+
25
+
x
2

x
3
x

[1
;
10]
.
6.8.

6.8
y
=
16

x
3
x

[

4
;

1]
.
:
18
6
:
6.9.

6.9
y
=
x
3

54
x

[

6
;

1]
.
6.10.

6.10
y
=
250
+
50
x

x
3
x

[

10
;

1]
.
19
:
.
56
5.

y
=
7
+
6
x

2
x
3
2
.
.
:
y
0
=
6

3
x
1
2
,
y
0
=
3

2

p
x

.
,
p
x
=
2
,..
x
=
4
.-

x
=
4
,-
,
.

:4.
6.

y
=
x
3
2

3
x
+
1

[1
;
9]
.
.
:
y
0
=
3
2
x
1
2

3
,
y
0
=
3
2

p
x

2

.
,
p
x
=
2
,..
x
=
4
.-

x
=
4
,
,

.:
y
(4)
=
4
3
2

3

4
+
1
=

3.

:

3
.
20
:
7
7.1.

f
0
(9)
,
7.1
f
(
x
)
=
18
p
x
.
7.2.

g
0
(8)
,
7.2
g
(
x
)
=
20
p
x
+
17.
7.3.

f
0
(2)
,
7.3
f
(
x
)
=
p
4
x

7.
7.4.

y
0
(5)
,
7.4
y
(
x
)
=
7
p
6
x
+
19.
7.5.

y
0
(1)
,
7.5
y
(
x
)
=
49
x
5
7
.
7.6.

g
0
(18)
,
7.6
g
(
x
)
=
x
1
6

x
8
9

x
17
18
.
7.7.

g
0
(1)
,
7.7
g
(
x
)
=
48
8
p
x
12
p
x
.
7.8.

f
0
(1)
,
7.8
f
(
x
)
=
15
5
p
x
+
34
17
p
x
.
7.9.

g
0
(1)
,
7.9
g
(
x
)
=
x
7
,
2
+
x
2
,
7
x
4
,
5
.
7.10.

y
0
(1)
,
7.10
y
=
x
2
,
6

9
x
1
,
3

3
.
21
:
:
8
8.1.

8.1
y
=
4
3
x
p
x

6
x
+
1.
8.2.

8.2
y
=
2
+
3
x

x
p
x
.
8.3.

8.3
y
=
x
p
x

1
,
5
x
+
2.
8.4.

8.4
y
=
7
+
8
x

4
3
x
p
x
.
8.5.

8.5
y
=
(
x

9)
p
x
.
8.6.

8.6
y
=
(6

x
)
p
x
.
8.7.

8.7
y
=
(
x

12)
p
x
.
8.8.

8.8
y
=
(15

x
)
p
x
.
8.9.

8.9
y
=
x
p
x

3
p
x
+
2.
8.10.

8.10
y
=
11
+
6
p
x

2
x
p
x
.
:
22
:
9
9.1.

9.1
y
=
(
x

12)
p
x

[1
;
9]
.
9.2.

9.2
y
=
7

6
p
x

5
x
3

[1
;
4]
.
9.3.

9.3
y
=
x
3
+
5
p
x
+
7

[4
;
16]
.
9.4.

9.4
y
=
(7

x
)
p
x
+
5

[

4
;
4]
.
9.5.

9.5
y
=
(
x

11)
p
x
+
1

[0
;
8]
.
9.6.

9.6
y
=
(10

x
)
p
x
+
2

[

1
;
7]
.
9.7.

9.7
y
=
(
x

15)
p
x
+
12
+
6

[

8
;
4]
.
9.8.

9.8
y
=
(8

x
)
p
x
+
4
+
1

[

3
;
5]
.
9.9.

9.9
y
=
2(
x

20)
p
x
+
7
+
5

[

6
;
2]
.
9.10.

9.10
y
=
5

(
x

14)
p
x
+
13

[

9
;
3]
.
23
:
.
78
7.

y
=
(0
,
5

x
)cos
x
+
sin
x
,


0
;

2

.
.
,
-
:
y
0
=
(0
,
5

x
)
0
cos
x
+
(0
,
5

x
)(sin
x
)
0
+
(cos
x
)
0
,
..
y
0
=

cos
x

(0
,
5

x
)sin
x
+
cos
x
,
,,
y
0
=

(0
,
5

x
)sin
x
,
y
0
=
(
x

0
,
5)sin
x
.


0
;

2



x
=
0
,
5
,
sin
x
�
0

x
2

0
;

2

.
x
=
0
,
5
,-
.

:
0
,
5
.
8.

y
=
4
p
2cos
x
+
4
x


+
4

h
0
;

2
i
.
.
:
y
0
=

4
p
2sin
x
+
4.
,
4
p
2sin
x
=
4
,
..
sin
x
=
1
p
2
.

h
0
;

2
i

x
=

4
-
.
x
=

4

,
,
.
:
y


4

=
4
p
2cos

4
+
4


4


+
4
,
..
y


4

=
8.

:8.
24
:
10
10.1.

f
0


3

2

,
10.1
f
(
x
)
=
2sin
x
+
7cos
x
.
10.2.

y
0

5

4

,
10.2
y
(
x
)
=
9
p
2sin
x

7tg
x
.
10.3.

g
0

5

6

,
10.3
g
(
x
)
=
9tg
x

8cos
x
.
10.4.

y
0


3

7

,
10.4
y
=
3cos7
x
.
10.5.

f
0

1
13

,
10.5
f
(
x
)
=
3

sin(13

x
).
10.6.

y
0

11

4

,
10.6
y
=
22tg


x
11

.
10.7.

g
0

4

3

,
10.7
g
(
x
)
=
12
sin
x
.
10.8.

f
0

5

6

,
10.8
f
(
x
)
=
18
cos
x
.
10.9.

y
0


28

,
10.9
y
(
x
)
=
sin
2
7
x

cos
2
7
x
.
10.10.

g
0


36

,
10.10
g
(
x
)
=
sin24
x
cos12
x
.
25
:
:
11
11.1.

11.1
y
=
x
sin
x
+
cos
x

3sin
x
+
1
,



2
;


.
11.2.

11.2
y
=
(
x

1
,
5)sin
x
+
cos
x
,


0
;

2

.
11.3.

11.3
y
=
(6

5
x
)sin
x

5cos
x
+
6
,


0
;

2

.
11.4.

11.4
y
=
2cos
x

(1

2
x
)sin
x
+
1
,


0
;

2

.
11.5.

11.5
y
=
2cos
x

(5

2
x
)sin
x
+
4
,



2
;


.
11.6.

11.6
y
=
x
sin
x
+
cos
x

3
4
sin
x
,


0
;

2

.
11.7.

11.7
y
=
sin
x

4cos
x

4
x
sin
x
+
5
,


0
;

2

.
:
26
11
:
11.8.

11.8
y
=
3(
x

1
,
25)sin
x
+
3cos
x
+
2
,


0
;

2

.
11.9.

11.9
y
=
(2

5
x
)sin
x

5cos
x
+
3
,


0
;

2

.
11.10.

11.10
y
=
4sin
x
+
2(5

2
x
)cos
x

7
,



2
;


.
27
:
:
12
12.1.

12.1
y
=
9
+
p
3


3
p
3
x

6cos
x

h
0
;

2
i
.
12.2.

12.2
y
=
6sin
x

36

x
+
7

h

5

6
;
0
i
.
12.3.

12.3
y
=
5cos
x

24

x
+
9

h

2

3
;
0
i
.
12.4.

12.4
y
=
9tg
x

8
x
+
7

h


4
;
0
i
.
12.5.

12.5
y
=
4
x

5tg
x

5

+
4

h
3

4
;
5

4
i
.
12.6.

12.6
y
=
5tg
x

4
x
+

+
9

h


4
;

4
i
.
12.7.

12.7
y
=
p
3
3


2cos
x

p
3
x

5

h
0
;

2
i
.
12.8.

12.8
y
=
2sin
x

p
3
x
+
p
3
6

+
7

h
0
;

2
i
.
:
28
12
:
12.9.

12.9
y
=
7sin
x
+
8cos
x

17
x

18

h


2
;
0
i
.
12.10.

12.10
y
=
4sin
x

5cos
x
+
11
x

13

h

3

2
;
0
i
.
29
:
.
910
9.

y
=
(
x
2

17
x

17)
e
7

x
.
.
,
-
:
y
0
=
(
x
2

17
x

17)
0
e
7

x
+
(
x
2

17
x

17)

e
7

x

0
,
..
y
0
=
(2
x

17)
e
7

x
+
(
x
2

17
x

17)


e
7

x

,
,,
y
0
=

(
x
2

19
x
)
e
7

x
,

y
0
=

x
(
x

19)
e
7

x
.

x
=
0

x
=
19
,

x
=
19
.-
.

:19.
10.

y
=
(
x

13)
e
x

12

[11
;
13]
.
.
,
-
:
y
0
=
(
x

13)
0
e
x

12
+
(
x

13)(
e
x

12
)
0
,
..
y
0
=
e
x

12
+
(
x

13)
e
x

12
,
,,
y
0
=
(
x

12)
e
x

12
.
x
=
12
-
,-
,-

.:
y
(12)
=
(12

13)
e
12

12
=

1.

:

1
.
30
:
13
13.1.

f
0
(2)
,
13.1
f
(
x
)
=
7
x
ln7
.
13.2.

y
0
(

2)
,
13.2
y
=
2
x

5
x
ln10
.
13.3.

f
0
(

6)
,
13.3
f
(
x
)
=
6
x
+
8
ln6
.
13.4.

y
0
(

2)
,
13.4
y
=
9

x
ln9
.
13.5.

f
0
(14)
,
13.5
f
(
x
)
=
7

6
x
7
ln6
.
13.6.

y
0
(

2
,
5)
,
13.6
y
=
e
2
x
+
5
.
13.7.

f
0
(

18)
,
13.7
f
(
x
)
=
(
x
+
8)
e
x
+
18
.
13.8.

f
0
(4)
,
13.8
f
(
x
)
=
x
+
3
e
x

4
.
13.9.

y
0
(2)
,
13.9
y
=
7
3
x

5
ln7
.
13.10.

y
0
(5)
,
13.10
y
=
15
5
p
15
x
ln15
.
31
:
:
14
14.1.

14.1
y
=
(
x
2

5
x
+
5)
e
x

5
.
14.2.

14.2
y
=
(
x
2

8
x
+
8)
e
x

8
.
14.3.

14.3
y
=
(
x
2

15
x
+
15)
e
x

15
.
14.4.

14.4
y
=
(
x
+
3)
2
e
3

x
.
14.5.

14.5
y
=

(
x

4)
2
e
x

4
.
14.6.

14.6
y
=
(
x

6)
2
e
x

6
.
14.7.

14.7
y
=
(4

x
)
e
5

x
.
14.8.

14.8
y
=
(
x

6)
e
7

x
.
14.9.

14.9
y
=
(
x
2

3)
e
x

3
.
14.10.

14.10
y
=
(
x
2
+
2
x
+
1)
e
x
+
4
.
:
32
:
15
15.1.

15.1
y
=
8
+
(
x

7)
e
x

6

[3
;
9]
.
15.2.

15.2
y
=
(
x

11)
e
12

x
+
13

[5
;
15]
.
15.3.

15.3
y
=
5

(
x

3)
e
4

x

[0
;
7]
.
15.4.

15.4
y
=
(
x

4)
2
e
x

2

[1
;
3]
.
15.5.

15.5
y
=
2

(
x

3)
2
e
5

x

[4
;
6]
.
15.6.

15.6
y
=
6
+
(
x

7)
2
e
x

5

[4
;
6]
.
15.7.

15.7
y
=
4

(
x

4)
2
e
x

2

[1
;
3]
.
15.8.

15.8
y
=
(
x

6)
2
e
8

x

[7
;
9]
.
15.9.

15.9
y
=
(
x
2

5
x
+
5)
e
x

3

[1
;
5]
.
15.10.

15.10
y
=
(3

x
2
)
e
x

1

[0
;
2]
.
33
:
.
1112
11.

y
=
x

5ln
x
.
.

(0
;
+
1
)
.-
:
y
0
=
1

5
x
,
..
y
0
=
x

5
x
.

x
=
5
,
.
,
.

:5.
12.

y
=
5

7
x
+
7ln(
x
+
3)

[

2
,
5
;
0]
.
.
:
y
0
=

7
+
7
x
+
3
,
..
y
0
=

7
x
+
2
x
+
3
.

x
=

2
,-
-
.
,
.
:
y
(

2)
=
5

7

(

2)
+
7ln(

2
+
3)
=
19.

:19.
34
:
16
16.1.

f
0
(7)
,
16.1
f
(
x
)
=
28ln
x
.
16.2.

y
0
(

7)
,
16.2
y
=
15ln(
x
+
10).
16.3.

f
0
(5)
,
16.3
f
(
x
)
=
ln(6
x

5).
16.4.

y
0
(5)
,
16.4
y
=
ln
x

4
x
+
5
.
16.5.

f
0
(

4)
,
16.5
f
(
x
)
=
5
x
+
4ln(
x
+
6).
16.6.

y
0
(5)
,
16.6
y
=
3
x
ln(
x

4).
16.7.

f
0
(

2)
,
16.7
f
(
x
)
=
4
x
2
ln(
x
+
3).
16.8.

f
0
(2)
,
16.8
f
(
x
)
=
ln(
x

1)
x
+
2
.
16.9.

y
0
(3)
,
16.9
y
=
6
x
+
log
5
(
x
+
5)

x
2
48ln5
.
16.10.

y
0
(6)
,
16.10
y
=
5
x
2
+
x
ln7

6log
7
x
.
35
:
:
17
17.1.

17.1
y
=
2ln
x

5
x
+
7.
17.2.

17.2
y
=
ln(
x

8)

x
+
5.
17.3.

17.3
y
=
x

ln(
x

7)
+
7.
17.4.

17.4
y
=
4ln(
x

3)

2
x
+
3.
17.5.

17.5
y
=
2
x

5ln(
x

7).
17.6.

17.6
y
=
18ln
x

x
2
.
17.7.

17.7
y
=
2
x

7ln(
x

8)
+
5.
17.8.

17.8
y
=
ln(
x
+
5)

5
x
+
5.
17.9.

17.9
y
=
(
x

3)
2

8ln
x
.
17.10.

17.10
y
=
6ln
x

(
x

2)
2
.
:
36
:
18
18.1.

18.1
y
=
5
x

ln(
x
+
5)
5

[

4
,
5
;
1]
.
18.2.

18.2
y
=
3ln(
x
+
2)

3
x
+
10

[

1
,
5
;
0]
.
18.3.

18.3
y
=

x
2
+
20
x

18ln
x

[0
,
1
;
8
,
1]
.
18.4.

18.4
y
=
7

7
x
+
ln(7
x
)

h
1
13
;
1
3
i
.
18.5.

18.5
y
=
x
2

2ln
x
+
1

[0
,
3
;
3
,
3]
.
18.6.

18.6
y
=
ln(13
x
)

13
x
+
13

h
1
15
;
1
11
i
.
18.7.

18.7
y
=
3
x
2

11
x
+
5ln
x
+
7

h
11
12
;
13
12
i
.
18.8.

18.8
y
=
7

ln
x
+
5
x

2
x
2

h
1
2
;
7
6
i
.
18.9.

18.9
y
=
3
x
2

10
x
+
4ln
x

[0
,
8
;
1
,
2]
.
18.10.

18.10
y
=
3

x
2
+
7
x

5ln
x

h
1
8
;
9
8
i
.
37
:
:
1
1.1.

1.1
y
=
7
+
12
x

x
3
.
1.2.

1.2
y
=
x
3

3
x
+
4

[

2
;
0]
.
1.3.

1.3
y
=
16
x
+
x
+
3.
1.4.

1.4
y
=
x
+
36
x

[1
;
9]
.
1.5.

1.5
y
=
2
3
x
3
2

2
x
+
1.
1.6.

1.6
y
=
3
x

2
x
3
2

[0
;
4]
.
1.7.

1.7
y
=
(2
x

3)cos
x

2sin
x
+
5
,


0
;

2

.
1.8.

1.8
y
=
6sin
x

9
x
+
5

h

3

2
;
0
i
.
:
38
1
:
1.9.

1.9
y
=
(
x

7)
e
x
+
7
.
1.10.

1.10
y
=
(
x

9)
e
10

x

[

11
;
11]
.
1.11.

1.11
y
=
ln
x

2
x
.
1.12.

1.12
y
=
4
x

4ln
x
+
5

[0
,
5
;
5
,
5]
.
39
:
:
2
2.1.

2.1
y
=
5
+
4
x

x
3
3
.
2.2.

2.2
y
=
x
3

6
x
2

[

3
;
3]
.
2.3.

2.3
y
=
49
x
+
x
+
49.
2.4.

2.4
y
=
x
+
4
x
+
4

[

4
;

1]
.
2.5.

2.5
y
=
5
+
18
x

4
x
3
2
.
2.6.

2.6
y
=
6
x

x
p
x
+
1

[9
;
25]
.
2.7.

2.7
y
=
5sin
x

5(
x

1)cos
x
+
4
,


0
;

2

.
2.8.

2.8
y
=
12cos
x
+
6
p
3
x

2
p
3

+
6

h
0
;

2
i
.
2.9.

2.9
y
=
(
x
2

17
x
+
17)
e
7

x
.
:
40
2
:
2.10.

2.10
y
=
4
+
(
x

5)
e
6

x

[1
;
8]
.
2.11.

2.11
y
=
x

7ln
x
+
6.
2.12.

2.12
y
=
5ln
x

5
x
+
7

[0
,
7
;
1
,
7]
.
41
:
:
3
3.1.

3.1
y
=
x
3
3

9
x

7.
3.2.

3.2
y
=
9
x
2

x
3

[1
;
10]
.
3.3.

3.3
y
=
9
x
+
x
+
9.
3.4.

3.4
y
=
x
+
64
x
+
8

[4
;
16]
.
3.5.

3.5
y
=
2
+
5
x

2
3
x
p
x
.
3.6.

3.6
y
=
x
p
x

12
x
+
11

[36
;
81]
.
3.7.

3.7
y
=
2cos
x
+
sin
x

x
cos
x
,



2
;


.
3.8.

3.8
y
=
11
x

5cos
x
+
2

h


2
;
0
i
.
3.9.

3.9
y
=
(
x
+
8)
e
8

x
.
:
42
3
:
3.10.

3.10
y
=
(
x
+
4)
e
x
+
5

[

9
;
9]
.
3.11.

3.11
y
=
2
x

5ln
x
+
3.
3.12.

3.12
y
=
ln(
x
+
3)
3

3
x

[

2
,
5
;
2
,
5]
.
43
:
:
4
4.1.

4.1
y
=
x
3

5
x
2
+
7
x

5.
4.2.

4.2
y
=
x
3

3
x
2
+
2

[1
;
4]
.
4.3.

4.3
y
=
x
2
+
225
x
.
4.4.

4.4
y
=
x
2
+
25
x

[

10
;

1]
.
4.5.

4.5
y
=
1
3
x
3
2

3
x
+
5.
4.6.

4.6
y
=
(27

x
)
p
x

[1
;
16]
.
4.7.

4.7
y
=
3

4sin
x

(5

4
x
)cos
x
,


0
;

2

.
4.8.

4.8
y
=
2sin
x
+
7
x

11

[0
;
3

]
.
4.9.

4.9
y
=
(
x
+
5)
e
x

5
.
:
44
4
:
4.10.

4.10
y
=
(8

x
)
e
x

7

[3
;
10]
.
4.11.

4.11
y
=
ln(
x
+
2)

x
+
3.
4.12.

4.12
y
=
2
x

2ln(
x
+
3)
+
3

[

2
,
5
;
1]
.
45
:
:
5
5.1.

5.1
y
=
7
+
12
x

x
3
.
5.2.

5.2
y
=
x
3

3
x
+
4

[

2
;
0]
.
5.3.

5.3
y
=
16
x
+
x
+
3.
5.4.

5.4
y
=
x
+
36
x

[1
;
9]
.
5.5.

5.5
y
=
2
3
x
3
2

2
x
+
1.
5.6.

5.6
y
=
3
x

2
x
3
2

[0
;
4]
.
5.7.

5.7
y
=
(2
x

3)cos
x

2sin
x
+
5
,


0
;

2

.
5.8.

5.8
y
=
6sin
x

9
x
+
5

h

3

2
;
0
i
.
5.9.

5.9
y
=
(
x

7)
e
x
+
7
.
:
46
5
:
5.10.

5.10
y
=
(
x

9)
e
10

x

[

11
;
11]
.
5.11.

5.11
y
=
ln
x

2
x
.
5.12.

5.12
y
=
4
x

4ln
x
+
5

[0
,
5
;
5
,
5]
.
47
:
:
2.



1.

1
y
=
p
2
x

3
+
p
3
x

2.
2.

2
y
=
log
2
(1

x

x
2
).
3.

3
y
=
9
x

2

3
x

[

1
;
2]
.
4.

4
y
=
2sin
x

cos2
x
+
cos
2
x
.
5.

y
=
4
x

1
x
2

2
x
+
2
.
6.

6
y
=
x
2
+
1
2
x
2
+
x
+
1
.
7.

7
y
=
3
2
x

1
+
4

3
3

2
x
.
8.

8
y
=
j
x
2

x
j
+
j
x
+
1
j
.
9.

9
y
=
sin3
x
+
cos3
x

2.
10.

10
y
=
p
(
x

3)
2
+
1
+
p
(
x

2)
2
+
4.
11.

11
y
=
2
x
+
p
1

4
x
2
.
12.

12
y
=
log
0
,
5

p
4
x
4

3
x
2
+
9

p
4
x
4

8
x
2
+
9
x


(0
;
1
)
.
:
48



-
(,,)

.,,

,
,
.

,

:

.

y
=

7
x
+
3

[

1
;
2]
-

y
(

1)
=
10

y
(2)
=

11
,.-

y
=
x
2

2
x

5

[0
;
7]
.
x
0
=
1
,-

y
=
x
2

2
x

5
,

[0
;
7]
,

x
0
=
1
(:
y
(1)
=

6)
,
[0
;
7]
,

x
0
,..
x
=
7
(:
y
(7)
=
30)
.

y
=
2sin3
x
+
1
-

[2000
;
2011]
,,

,,
-
3

1

.


.

-

y
=
3
j
x
+
4
j
11
j
x

5
j
+
j
2
x

17
j
5
x

9.
,
x
�
5



x
,

3

11

2

5

0
.
x

5
-
,


x
,

3
+
11

2

5
�
0
.,
()
y
=
k
i
x
+
b
i
,
k
i
�
0

x

5

k
i

0

x
�
5
.
(

1
;
5]
,

[5
;
+
1
)
,-

x
=
5
.
y
(5)
=
3
j
5
+
4
j
11
j
5

5
j
+
j
2

5

17
j
5

5

9
=
0
.-
,

49
2.


-
.

.,

,.



,-
:

y
=
2
j
x

2
j
+
3
j
x

3
j
+
4
j
x

4
j
+
5
j
x

5
j
+
15
x
+
16

[0
;
6]
.,

,


2

3

4

5
+
15
�
0.
,(
)
y
=
k
i
x
+
b
i
,
k
i
�
0
.,
,,
[0
;
6]
.
min
[0
;
6]
y
(
x
)
=
y
(0)
=
70
,
max
[0
;
6]
y
(
x
)
=
y
(6)
=
136.
50
.16

.
16


-
,

.
1
(1)
.


y
=
p
2
x

3
+
p
3
x

2.
.
:
D
(
y
)
=
h
3
2
;
1

.-

D
(
y
)
.
y
(
x
)

y

3
2

=
q
5
2
.

:
min
y
(
x
)
=
y

3
2

=
q
5
2
.
2
(2)
.


y
=
log
2
(1

x

x
2
).
.

1

x

x
2
=
5
4


x
+
1
2

2

5
4
.
log
2
t
-
,
log
2
(1

x

x
2
)

log
2
5
4

D
(
y
)
,

x
=

1
2
.

:
max
y
(
x
)
=
y


1
2

=
log
2
5
4
.
3.

y
=

1
2

sin


2
cos
x

.
.



2


2
cos
x


2
,
h


2
;

2
i

sin
t

,
sin



2


sin


2
cos
x


sin

2
,
..

1

sin


2
cos
x


1
.

1
2

z

R
,,

1
2

1


1
2

sin


2
cos
x



1
2


1
=
2.
51
2.


y
(
x
)
=
1
2
,
cos
x
=
1
,
x
=
2

k
,
k
2
Z
;
y
(
x
)
=
2
,
cos
x
=

1
,
,
x
=

+
2

n
,
n
2
Z
.

:
max
y
(
x
)
=
2

x
=

+
2

n
,
n
2
Z
;
min
y
(
x
)
=
1
2


x
=
2

k
,
k
2
Z
.
4.

y
=
p
5

2
x

p
1

2
x
.
.

y
(
x
)
=

p
5

2
x

p
1

2
x


p
5

2
x
+
p
1

2
x
p
5

2
x
+
p
1

2
x
=
(5

2
x
)

(1

2
x
)
p
5

2
x
+
p
1

2
x
=
4
p
5

2
x
+
p
1

2
x
.

D
(
y
)
=


1
;
1
2
i

f
(
x
)
=
p
5

2
x
+
p
1

2
x




1
;
1
2
i
(),,
f
(
x
)

f

1
2

=
2

x
2


1
;
1
2
i
.
y
(
x
)
=
1
f
(
x
)

D
(
y
)

y
(
x
)

4
f

1
2

=
2

x
2
D
(
y
)
.

:
max
y
(
x
)
=
y

1
2

=
2
.
5.

z
=
sin
3
x
+
cos
3
y
+
cos
7
x
+
sin
7
y
.
.
:
sin
3
x

sin
2
x
,
cos
3
y

cos
2
y
,
cos
7
x

cos
2
x
,
sin
7
y

sin
2
y
,-

z

sin
2
x
+
cos
2
y
+
cos
2
x
+
sin
2
y
=
2
,
,

8
�
�

�
�
:
sin
3
x
=
sin
2
x
,
cos
7
x
=
cos
2
x
,
sin
7
y
=
sin
2
x
,
cos
3
y
=
cos
2
x
,
8
�
�
�
�
�
�
�
�
�
�

�
�
�
�
�
�
�
�
�
�
:

sin
x
=
0
,
sin
x
=
1
,

cos
x
=
0
,
cos
x
=
1
,

sin
y
=
0
,
sin
y
=
1
,

cos
y
=
0
,
cos
y
=
1
,
8
�
�
�
�
�
�
�
�
�
�
�

�
�
�
�
�
�
�
�
�
�
�
:
2
6
6
6
6
4

sin
x
=
0
,
cos
x
=
1
,

sin
x
=
1
,
cos
x
=
0
,
2
6
6
6
6
4

sin
y
=
0
,
cos
y
=
1
,

sin
y
=
1
,
cos
y
=
0
,
8
�
�
�

�
�
�
:
2
4
x
=
2

n
,
n
2
Z
,
x
=

2
+
2

k
,
k
2
Z
,
2
4
y
=
2

l
,
l
2
Z
,
y
=

2
+
2

m
,
m
2
Z
.
(4.)

:
max
z
(
x
,
y
)
=
2
.
52
.16



,-
.,,


y
=
cos2
x
+
sin
x

[0
;

]
.
,,
y
=

2sin
2
x
+
sin
x
+
1
.
sin
x
=
t
.
x
2
[0
;

]
,
t
2
[0
;
1]
.,-

y
=

2
t
2
+
t
+
1

[0
;
1]
.
,
.

t
0
=
1
4

[0
;
1]
.

t
0
,
[0
;
1]
,-

t
0
,..
max
[0
;
1]
y
(
t
)
=
y

1
4

=
9
8
,
min
[0
;
1]
y
(
t
)
=
y
(1)
=
0.

x

sin
x
=
1
4

sin
x
=
1

x
2
[0
;

]
.

y
=
5cos
2
x

3cos
x
+
1

f
(
t
)
=
5
t
2

3
t
+
1
-

[

1
;
1]
.
f
(
t
)

t
=

1

t
=
0
,
3

f
(

1)
=
9

f
(0
,
3)
=
0
,
55
.,

y
=
5cos
2
x

3cos
x
+
1

[0
,
55
;
9]
.
,


-

.
6
(3)
.
-

y
=
9
x

2

3
x

[

1
;
2]
.
.

t
=
3
x
.

1

x

2
,
1
3

t

9
,
y
=
t
2

2
t
.
,
-

f
(
t
)
=
t
2

2
t

h
1
3
;
9
i
.-
,
,-

t
0
=
1

h
1
3
;
9
i
,
min

1
3
;
9

y
(
t
)
=
y
(1)
=

1
,-
,


t
0
,..
max

1
3
;
9

f
(
t
)
=
f
(9)
=
63
.
t
=
1
,
x
=
0
;
t
=
9
,
x
=
2
.
max
[

1
;
2]
y
(
x
)
=
y
(2)
=
63
,
min
[

1
;
2]
y
(
x
)
=
y
(0)
=

1
.

:
max
[

1
;
2]
y
(
x
)
=
y
(2)
=
63
,
min
[

1
;
2]
y
(
x
)
=
y
(0)
=

1
.
53
2.

7
(4)
.
-

y
=
2sin
x

cos2
x
+
cos
2
x
.
.

cos2
x
=
1

2sin
2
x
,
cos
2
x
=
1

sin
2
x
,
,
y
=
sin
2
x
+
2sin
x
.

t
=
sin
x
,

1

t

1
.-


y
=
t
2
+
2
t

[

1
;
1]
.
t
0


f
(
t
)
=
t
2
+
2
t
,
t
0
=

1
,,,

[

1
;
1]

f
(
t
)
=
t
2
+
2
t
.
min
[

1
;
1]
f
(
t
)
=
f
(

1)
=

1
,
max
[

1
;
1]
f
(
t
)
=
f
(1)
=
3.

t
=

1
,
sin
x
=

1
,
x
=


2
+
2

n
,
n
2
Z
.
t
=
1
,
sin
x
=
1
,
x
=

2
+
2

k
,
k
2
Z
.

:
max
R
y
(
x
)
=
3

x
=

2
+
2

k
,
k
2
Z
,
min
R
y
(
x
)
=

1


x
=


2
+
2

n
,
n
2
Z
.
8.

y
=
6
p
2
x

3

2
x

[2
;
8]
.
.

t
=
p
2
x

3
.
2

x

8
,
1

t

p
13
.
2
x
=
t
2
+
3
,..
y
=
6
t

t
2

3
=

t
2
+
6
t

3.
,
-

f
(
t
)
=

t
2
+
6
t

3


1
;
p
13

.
,,

t
0


3
.
t
0
2

1
;
p
13

,,
max
[1
;
p
13]
f
(
t
)
=
f
(3)
=
6
,


1
;
p
13

,-

t
0
,..
min
[1
;
p
13]
f
(
t
)
=
f
(1)
=
2.

t
=
3
,
x
=
t
2
+
3
2
=
6
;
t
=
1
,
x
=
2
.

:
min
[2
;
8]
y
(
x
)
=
y
(2)
=
2
,
max
[2
;
8]
y
(
x
)
=
y
(6)
=
6
.
9.

y
=
cos
x
+
4
p
2

cos
x

6.
54
.16

.

t
=
p
2

cos
x
.
1

t

p
3
,
cos
x
=
2

t
2
,
y
=
2

t
2
+
4
t

6
=

t
2
+
4
t

4
=

(
t

2)
2
.

-

f
(
t
)
=

(
t

2)
2


1
;
p
3

.
,.
t
0

2
,
..
t
0
�
p
3
.

1
;
p
3


f
(
t
)
=

(
t

2)
2
.
,
min
[1
;
p
3]
f
(
t
)
=
y
(1)
=

1
,
max
[1
;
p
3]
f
(
t
)
=
y

p
3

=


p
3

2

2
=
4
p
3

7.

t
=
1
,
cos
x
=
1
,
x
=
2

n
,
n
2
Z
.
t
=
p
3
,
cos
x
=

1
,
x
=

+
2

k
,
k
2
Z
.

:
min
R
y
(
x
)
=

1

x
=
2

n
,
n
2
Z
;
max
R
y
(
x
)
=
4
p
3

7
-

x
=

+
2

k
,
k
2
Z
.
10.

y
=
4
x
+
6
j
x

2
j
x
2

[

1
;
3].
.

y
=

(
x
2

4
x
+
4

4)
+
6
j
x

2
j
=

(
x

2)
2
+
6
j
x

2
j
+
4.

a
2
=
j
a
j
2
,
y
=
j
x

2
j
2
+
6
j
x

2
j
+
4
.
t
=
j
x

2
j
.


1

x

3
,
0

t

3
.
y
=

t
2
+
6
t
+
4
,-


f
(
t
)
=

t
2
+
6
t
+
4

[0
;
3]
.,
,
t
0

3
.
[0
;
3]

f
(
t
)
=

t
2
+
6
t
+
4
,,,
min
[0
;
3]
f
(
t
)
=
f
(0)
=
4
,
max
[0
;
3]
f
(
t
)
=
f
(3)
=
13.

t
=
0
,
x
=
2
.
t
=
3
,
j
x

2
j
=
3
,

x
=

1
,
x
=
5.

x
2
[

1
;
3]
,

x
=

1
.

:
min
[

1
;
3]
y
(
x
)
=
y
(2)
=
4
,
max
[

1
;
3]
y
(
x
)
=
y
(

1)
=
13
.
,

,
.
,

y
=
cos
x
sin2
x

55
2.


h


2
;

2
i

t
=
sin
x
-

z
=
2
t

2
t
3

[

1
;
1]
.
,

,
,
z
=
2
t

2
t
3
.

()

y
=
f
(
x
)
,
-
.
y
=
f
(
x
)
-

x

y
()
y
,
.
11
(5)
.
-

y
=
4
x

1
x
2

2
x
+
2
.
(1)
.
:
D
(
y
)
=
R
.(1)

x

y
,
yx
2

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

y
=
0
,(2).
x
=
1
4
.
y
=
0
.(2),
-

D
.
D
4
=
(
y
+
2)
2

y
(2
y
+
1)
=

y
2
+
3
y
+
4

0
,..
y
2

3
y

4

0
,
1

y

4
.,
min
y
=

1
,
max
y
=
4
.
D
=
0

x
=
y
+
2
y
.
y
=

1
,
x
=

1
;
y
=
4
,
x
=
3
2
.

:
min
y
(
x
)
=
y
(

1)
=

1
;
max
y
(
x
)
=
y

3
2

=
4
.
12
(6)
.


y
=
x
2
+
1
2
x
2
+
x
+
1
.
(3)
.
:
D
(
y
)
=
R
.(3)

x

y
,
(2
y

1)
x
2
+
yx
+
y

1
=
0.
(4)

y
=
1
2
(4).
x
=
1
.
y
=
1
2
.-
(4),
0

D
,
D

56
.16

,
y
2

4(2
y

1)(
y

1)
=

7
y
2
+
12
y

4
.
D

0
,
7
y
2

12
y
+
4

0
,
6

2
p
2
7

y

6
+
2
p
2
7
.
,
6
+
2
p
2
7
�
1
2
.
max
y
=
6
+
2
p
2
7
.
D
=
0

x
=

y
2(2
y

1)
,
..
x
=

3
+
p
2
5
+
4
p
2
=

(3
+
p
2)(5

4
p
2)
(5
+
4
p
2)(5

4
p
2)
=
1

p
2.

:
max
y
(
x
)
=
y
(1

p
2)
=
6
+
2
p
2
7
.
,
,-

y
(,

x
).
13
(12)
.
-

y
=
5
4
x

9
x
2

6
x
+
10
.
.

t
=
4
x

9
x
2

6
x
+
10
.
t
.

tx
2

2(3
t
+
2)
x
+
10
t
+
9
=
0.
(5)

t
=
0
(5).
x
=
9
4
.
t
=
0
.
(5),
D
4

0
,
D
-
.
D
4
=
(3
t
+
2)
2

t
(10
t
+
9)
=

t
2
+
3
t
+
4.

D
4

0
,
t
2

3
t

4

0
,
1

t

4.
,
max
t
(
x
)
=
4
,
min
t
(
x
)
=

1
.

D
4
=
0

x
=
3
t
+
2
t
.
t
=
4
,
x
=
7
2
;
t
=

1
,
x
=
1
.,
5
t

,
5

1

5
t

5
4
,..
min
R
y
(
x
)
=
y
(1)
=
1
5
,
max
R
y
(
x
)
=
y

7
2

=
625.

:
min
R
y
(
x
)
=
y
(1)
=
1
5
,
max
R
y
(
x
)
=
y

7
2

=
625
.
57
:
1
1.1.

[1
;
64]
-
1.1

y
=
2
p
x
+
3
3
p
x
+
4.
1.2.

1.2
y
=
4
x
+
1
2
x
2
+
3
.
1.3.

1.3
y
=
p
x
2
+
6
x
+
25.
1.4.

1.4
y
=
3sin
3
x
+
2sin
2
x
+
sin
x
+
1.
1.5.

1.5
y
=
3
3
+
4
x

4
x
2
.
1.6.

1.6
y
=
log
5
(9
x
2

12
x
+
29).
1.7.

1.7
y
=
p
x
+
8

p
x

8.
1.8.

1.8
y
=

4
x
2
+
4
x
+
7
4
x
2
+
4
x
+
3
.
1.9.

1.9
y
=
cos
2
x

sin
x
+
1.
1.10.

[5
;
10]
-
1.10

y
=
log
p
3
(
x

4
p
x

2
+
5).
:
58
:
2
2.1.

2.1
y
=
p
8
x

x
2

7.
2.2.

2.2
y
=

2
x
2

16
x
+
14
2
x
2

4
x
+
5
.
2.3.

2.3
y
=
2

9
x

3
x
+
1
+
1.
2.4.

2.4
y
=
1
p
4
x

3

p
4
x

7
.
2.5.

2.5
y
=
p
2
x
2

1

4
x
2
.
2.6.

2.6
y
=
8
x
3

x
6

[1
;
7].
2.7.

2.7
y
=
p
2lg
x

1

lg
x
.
2.8.

[1
;
6]
-
2.8

y
=
7
j
x

3
j
2
j
x
+
5
jj
4
x

3
j
+
5.
2.9.

[

2
;
5]
-
2.9

y
=
j
5
x

4
j
+
j
4
x

5
j
10
x

11.
2.10.

2.10
y
=
log
0
,
25
(
x
2
+
2
x
+
5)
+
log
4
(
x
2

2
x
+
7).
59
:
.712

.
712

,
a

b
-
,
-
():
a
+
b
2

p
ab
(6)
(
-
).


p
a

p
b

2

0
,

.
(6)
,
a
=
b
.
:
-

a

b

t





at
+
b
t




2
p
ab
,
(7)
,

at
=
b
t
,..
t
2
=
b
a
.
(7).
t
�
0
.(6)
at
+
b
t

2
q
at

b
t
,
..
at
+
b
t

2
p
ab

t
�
0.
(8)
,
t
=
q
b
a
.

t

0
.

t
�
0
(8)
a
(

t
)
+
b
(

t
)

2
p
ab
,
at
+
b
t


2
p
ab

t

0.
(9)
,
t
=

q
b
a
.(8)(9)
(7).
14
(7)
.


y
=
3
2
x

1
+
4

3
3

2
x
.
60
.712

.

3
t

4

3
z


t

z
,(6),
y
=
3
2
x

1
+
4

3
3

2
x

2
p
3
2
x

1

4

3
3

2
x
=
2
p
3
2

4
=
12.
,
y
(
x
)

12

x
,
,
3
2
x

1
=
4

3
3

2
x
,
3
4
x

4
=
4
,
x
=
4
+
log
3
4
4
.

:
min
R
y
(
x
)
=
y

4
+
log
3
4
4

=
12
.
15.

y
=
4

x
2

x
+
1
2
x

1



1
;
1
2

.
.
y
=
4

x
2

x
+
1
2
x

1
=
4
x
2

4
x
+
4
2
x

1
=
(2
x

1)
2
+
3
2
x

1
=
2
x

1
+
3
2
x

1
.

x

1
2
,
2
x

1

0

3
2
x

1

0
.(7)

t

0
.
y
=
2
x

1
+
3
2
x

1


2
p
3
,
,

(
2
x

1
=
3
2
x

1
,
2
x

1

0.

x
=
1

p
3
2
.

:
max


1
;
1
2

y
(
x
)
=
y

1

p
3
2

=

2
p
3
.
16.

y
=
4sin
2
x
2sin
x

1


13
6

;
17
6


.
.
y
=
4sin
2
x

1
+
1
2sin
x

1
=
(2sin
x

1)(2sin
x
+
1)
+
1
2sin
x

1
=
=
2sin
x
+
1
+
1
2sin
x

1
=
2sin
x

1
+
1
2sin
x

1
+
2.
61
.712


13
6

x

17
6

,..

6
+
2

x

5
6

+
2

,,
sin
x
�
1
2
.-
(7)
t
�
0
:
y
=
2sin
x

1
+
1
2sin
x

1
+
2

2
q
(2sin
x

1)

1
2sin
x

1
+
2
=
4.
,
y

4
,,

(
(2sin
x

1)
2
=
1
,
sin
x
�
1
2
,
sin
x
=
1.
,
13
6

x

17
6

,
x
=

2
+
2

=
5
2

.

:
min

13
6

;
17
6


y
=
y

5
2


=
4
.
17.

y
=
p
x
3
(2

x
3
).
.
,
D
(
y
)
=

0
;
3
p
2

.

x
2

0
;
3
p
2

,,

x
3

0
,
2

x
3

0
.(6):
y
=
p
x
3
(2

x
3
)

x
3
+
2

x
3
2
=
1.

y

1
,,
(
x
3
=
2

x
3
,
0

x

3
p
2
,
x
=
1.

:
max
y
(
x
)
=
y
(1)
=
1
.
18.

y
=
log
3
x
log
3
9
x
+
1

[1
;
9].
.

x
2
[1
;
9]

log
3
x

0
,
log
3
9
x

0.
(6),
.
y
=
log
3
x
log
3
9
x
+
1


log
3
x
+
log
3
9
x
2

2
+
1
=

log
3
9
2

2
+
1
=
2.
62
.712

,
y

2
,,
(
log
3
x
=
log
3
9
x
,
1

x

9
,
x
=
3.

:
max
[1
;
9]
y
(
x
)
=
y
(3)
=
2
.
,
ab


a
+
b
2

2


a

b
.

j
a
j
+
j
b
j

j
a
+
b
j
,
a

b
-

j
a
j
+
j
b
j

j
a
+
b
j
,
(10)
,

ab

0
.
(10).
.

j
a
jj
b
j

ab
(,

a

b
,..
ab

0
),
2
j
a
jj
b
j

2
ab
)
a
2
+
b
2
+
2
j
a
jj
b
j

a
2
+
b
2
+
2
ab
)j
a
j
2
+
2
j
a
jj
b
j
+
j
b
j
2

a
2
+
2
ab
+
b
2
)
)
(
j
a
j
+
j
b
j
)
2

(
a
+
b
)
2
)j
a
j
+
j
b
j

j
a
+
b
j
,
.
(
10).
19
(8)
.


y
=
j
x
2

x
j
+
j
x
+
1
j
.
.
(10)
y
=
j
x
2

x
j
+
j
x
+
1
j

j
x
2

x
+
x
+
1
j
=
j
x
2
+
1
j
=
x
2
+
1

1.
,
y

1
,,


j
x
2

x
j
+
j
x
+
1
j
=
j
x
2
+
1
j

x
2
+
1
=
1
,
..
x
=
0
.

:
min
R
y
(
x
)
=
y
(0)
=
1
.
20.

y
=
j
x

1
j
+
j
x

2
j
+
j
x

3
j
.
63
.712

.

y
=
j
x

1
j
+
j
x

2
j
+
j
x

3
j
=
j
x
+
1
j
+
j
x

3
j
+
j
x

2
j


j
x
+
1
+
x

3
j
+
j
x

2
j
=
2
+
j
x

2
j

2
,
,


j
x
+
1
j
+
j
x

3
j
=
2
,
2
+
j
x

2
j
=
2
,

(1

x
)(
x

3)

0
,
x
=
2
,
x
=
2.

:
min
R
y
(
x
)
=
y
(2)
=
2
.
21.

y
=
j
log
2
x
j
+



log
2
4
x



+
log
2
2
(
x

1).
.
:
D
(
y
)
=
(1
;
1
)
.
x
�
1

y
=
j
log
2
x
j
+



log
2
4
x



+
log
2
2
(
x

1)




log
2
x
+
log
2
4
x



+
log
2
2
(
x

1)
=
2
+
log
2
2
(
x

1)

2
,
,

8

:
j
log
2
x
j
+



log
2
4
x



=



log
2
x
+
log
2
4
x



,
log
2
2
(
x

1)
=
0
,
(
log
2
x

log
2
4
x

0
,
x
=
2
,
x
=
2.

:
min
(1
;
1
)
y
(
x
)
=
y
(2)
=
2
.

j
a
sin
t
+
b
cos
t
j

p
a
2
+
b
2

j
a
sin
t
+
b
cos
t
j

p
a
2
+
b
2
(11)
,


'
:
sin
'
=
b
p
a
2
+
b
2
,
cos
'
=
a
p
a
2
+
b
2
.
64
.712


j
a
sin
t
+
b
cos
t
j
=
p
a
2
+
b
2



a
p
a
2
+
b
2
sin
t
+
b
p
a
2
+
b
2
cos
t



=
=
p
a
2
+
b
2
j
sin
t
cos
'
+
cos
t
sin
'
j
=
p
a
2
+
b
2
j
sin(
t
+
'
)
j

p
a
2
+
b
2
.
,
j
sin(
t
+
'
)
j
=
1
,
t
+
'
=

2
+

k
,
k
2
Z
,
,
t
=

2

'
+

k
,
k
2
Z
.
,
y
(
t
)
=
a
sin
t
+
b
cos
t
,

p
a
2
+
b
2
,
t
=

2

'
+
2

k
,
k
2
Z
,
,

p
a
2
+
b
2
,
t
=


2

'
+
2

n
,
n
2
Z
,
sin
'
=
b
p
a
2
+
b
2
,
cos
'
=
a
p
a
2
+
b
2
.
22
(9)
.
-

y
=
sin3
x
+
cos3
x

2
.
.
(11):

p
2

2

sin3
x
+
cos3
x

2

p
2

2.
,
max
R
y
(
x
)
=
p
2

2
.
3
x
=

2

arcsin
1
p
2
+
2

k
,
k
2
Z
,
..
x
=

12
+
2
3

k
,
k
2
Z
.

min
R
y
(
x
)
=

p
2

2
.
3
x
=


2

arcsin
1
p
2
+
2

n
,
n
2
Z
,
..
x
=


4
+
2
3

n
,
n
2
Z
.

:
max
R
y
(
x
)
=
p
2

2

x
=

12
+
2
3

k
,
k
2
Z
;
min
R
y
(
x
)
=

p
2

2

x
=


4
+
2
3

n
,
n
2
Z
.
23.

y
=
sin
x
(sin
x
+
cos
x
)
+
p
2cos
x
.
65
.712

.
(11),
sin
x
+
cos
x

p
2
.
y
=
sin
x
(sin
x
+
cos
x
)
+
p
2cos
x

p
2sin
x
+
p
2cos
x
=
p
2(sin
x
+
cos
x
)

p
2

p
2
=
2.
,
max
R
y
(
x
)
=
2
.
x
=

2

arcsin
1
p
2
+
2

n
,
n
2
Z
,
.e.
x
=

4
+
2

n
,
n
2
Z
.

:
max
R
y
(
x
)
=
2

x
=

4
+
2

n
,
n
2
Z
.
24.

y
=
sin2
x
p
cos2
x
+
cos2
x
p
sin2
x
.
.

x
2
D
(
y
)
(11),
y
=
sin2
x
p
cos2
x
+
cos2
x
p
sin2
x


p
(
p
cos2
x
)
2
+
(
p
sin2
x
)
2
=
p
cos2
x
+
sin2
x

p
p
2
=
4
p
2.
,
max
y
(
x
)
=
4
p
2
.
2
x
=

2

arcsin
1
p
2
+
2

n
,
n
2
Z
,
..
x
=

8
+

n
,
n
2
Z
.,
x
,,
.

:
max
y
(
x
)
=
4
p
2

x
=

8
+

n
,
n
2
Z
.

j
#
a
j
+
j
#
b
j

j
#
a
+
#
b
j

j
#
a
j
+
j
#
b
j

j
#
a
+
#
b
j
(12)
,
(..):
A
B
C

a

b

a
+

b
AB
=
j
#
a
j
,
BC
=
j
#
b
j
,
AC
=
j
#
a
+
#
b
j
,
AC

AB
+
BC
.
,

#
a

#
b
-
,..

().
66
.712

25
(10)
.


y
=
p
(
x

3)
2
+
1
+
p
(
x

2)
2
+
4.
.

#
a
=
f
3

x
;
1
g

#
b
=
f
x

2
;
2
g
.
j
#
a
j
=
p
(
x

3)
2
+
1
,
j
#
b
j
=
p
(
x

2)
2
+
4
,
#
a
+
#
b
=
f
1
;
3
g
,
j
#
a
+
#
b
j
=
p
1
2
+
3
2
=
p
10.

j
#
a
j
+
j
#
b
j

j
#
a
+
#
b
j
,,
y
(
x
)

p
10
.
,
#
a
""
#
b
,..
3

x
x

2
=
1
2
,
6

2
x
=
x

2
,
x
=
8
3
.

:
min
R
y
(
x
)
=
y

8
3

=
p
10
.
26.

y
=
p
(
x

1)
2
+
(
x

6)
2
+
p
(
x

4)
2
+
(
x

2)
2
.
.

#
a
=
f
x

1
;
6

x
g

#
b
=
f
4

x
;
x

2
g
.

#
a
+
#
b
=
f
3
;
4
g
,
j
#
a
+
#
b
j
=
p
3
2
+
4
2
=
5
(12)
j
#
a
j
+
j
#
b
j

5
.
y

5
,
,
#
a
""
#
b
,..
8

:
x

1
4

x
=
6

x
x

2
,
x

1
4

x
�
0
,
8

:
x
2

3
x
+
2
=
x
2

10
x
+
24
,
x

1
4

x
�
0
,
x
=
22
7
.

:
min
R
y
(
x
)
=
y

22
7

=
5
.
27.

y
=
p
4
x
+
1
+
p
(2
x

12)
2
+
4.
.

#
a
=
f
2
x
;
1
g

#
b
=
f
12

2
x
;
2
g
.
(
#
a
+
#
b
)
=
f
12
;
3
g
,
j
#
a
+
#
b
j
=
p
153
(12)
j
#
a
j
+
j
#
b
j

p
153
.
y
(
x
)

p
153
=
3
p
17
,,

#
a
""
#
b
,..
12

2
x
2
x
=
2
1
,
12

2
x
=
2

2
x
,
2
x
=
4
,
x
=
2.

:
min
R
y
(
x
)
=
y
(2)
=
3
p
17
.
67
.712

,,
#
a

#
b
,-
,
#
a
+
#
b

x
.,
-
#
a

#
b

(2527),
,


#
a

#
b
.

#
a

#
b

x
(26),
:

.

#
a

#
b

j
#
a
jj
#
b
j

#
a

#
b

j
#
a
jj
#
b
j
(13)

:
#
a

#
b
=
j
#
a
jj
#
b
j
cos(

#
a
,
#
b
)

j
#
a
jj
#
b
j
.
,
cos(

#
a
,
#
b
)
=
1
,..

#
a

#
b
0,,
#
a
""
#
b
.(13),,


.
28
(11)
.


y
=
2
x
+
p
1

4
x
2
.
.
:
D
(
y
)
=
h

1
2
;
1
2
i
.
#
a
=

2
x
;
p
1

4
x
2


#
b
=
f
1
;
1
g
.

j
#
a
j
=
p
4
x
2
+
1

4
x
2
=
1
,
j
#
b
j
=
p
1
2
+
1
2
=
p
2
,
#
a

#
b
=
2
x
+
p
1

4
x
2
.
(13)
#
a

#
b

1

p
2
,
y
(
x
)

p
2
,-
,
#
a
""
#
b
,..
8

:
p
1

4
x
2
1
=
2
x
1
,
2
x
1
�
0
,

1

4
x
2
=
4
x
2
,
x
�
0
,
x
=
1
2
p
2
.
,
1
2
p
2
2
D
(
y
)
.

:
max


1
2
;
1
2

y
(
x
)
=
y

1
2
p
2

=
p
2
.
68
.712

29.

y
=
x

p
1

9
x
2
+
3
p
4

x
2

.
.

y
=
x
p
1

9
x
2
+
3
x
p
4

x
2
,
D
(
y
)
=
h

1
3
;
1
3
i
.

#
a
=

x
;
p
4

x
2


#
b
=

p
1

9
x
2
;
3
x

.
y
=
#
a

#
b
,
j
#
a
j
=
p
x
2
+
4

x
2
=
2
,
j
#
b
j
=
p
1

9
x
2
+
9
x
2
=
1
(13)
y
(
x
)

2

1
=
2
,
,
#
a
""
#
b
,..
8

:
p
1

9
x
2
x
=
3
x
p
4

x
2
,
x
�
0
,

(1

9
x
2
)(4

x
2
)
=
9
x
4
,
x
�
0
,
(
x
2
=
4
37
,
x
�
0
,
x
=
2
p
37
.
,
2
p
37

2
p
36
=
1
3
,
2
p
37
2
D
(
y
)
.

:
max


1
3
;
1
3

y
(
x
)
=
y

2
p
37

=
2
.
30.

y
=
j
2
x

1
j
p
2
x

1
+
j
x

1
j
p
4
x

1
x
2
.
.
:
D
(
y
)
=
h
1
2
;
1

.
#
a
=

j
2
x

1
j
;
p
4
x

1


#
b
=

p
2
x

1
;
j
x

1
j

.

j
#
a
j
=
q
j
2
x

1
j
2
+
(
p
4
x

1)
2
=
p
4
x
2
=
2
x
,
j
#
b
j
=
q
(
p
2
x

1)
2
+
j
x

1
j
2
=
p
x
2
=
x


x

1
2

.
69
.712

(13)
#
a

#
b

j
#
a
jj
#
b
j
=
2
x
2
,
y
(
x
)

2
x
2
x
2
=
2
,
,
#
a
""
#
b
,..
8

:
j
2
x

1
j
p
2
x

1
=
2
,
p
4
x

1
j
x

1
j
=
2
,
8

:
(2
x

1)
2
2
x

1
=
4
,
4
x

1
(
x

1)
2
=
4
,
x
=
5
2
.
,
x
=
1
2

#
a

#
b
.

:
max

1
2
;
1

y
(
x
)
=
y

1
2

=
y

5
2

=
2
.
(13)
#
a

#
b
-
,
j
#
a
j

j
#
b
j

x
(28),
.
,,
()

,,,

,
.
,(.30).
(13)
#
a

#
b

j
#
a
jj
#
b
j
.
,
#
a

#
b
=
j
#
a
jj
#
b
j
cos(

#
a
;
#
b
)

j
#
a
jj
#
b
j
,

cos(

#
a
;
#
b
)


1
.,
cos(

#
a
;
#
b
)
=

1
,..
#
a

#
b
.


.
,
j
#
a
jj
#
b
j

#
a

#
b

j
#
a
jj
#
b
j

j
#
a

#
b
j

j
#
a
jj
#
b
j
.
,
(11).-

#
m
=
f
sin
x
;
cos
x
g

#
n
=
f
a
;
b
g
.-
:
j
#
m
j
=
1
,
j
#
n
j
=
p
a
2
+
b
2
.
j
#
m
jj
#
n
j

#
m

#
n

j
#
m
jj
#
n
j
,

p
a
2
+
b
2

a
sin
x
+
b
cos
x

p
a
2
+
b
2

j
a
sin
x
+
b
cos
x
j

p
a
2
+
b
2
.
70
.712


a
sin
x
+
b
cos
x

p
a
2
+
b
2
,
#
m

#
n
,..
-
:
sin
x
a
=
cos
x
b
=
1
p
a
2
+
b
2
,
sin
x
=
a
p
a
2
+
b
2
,
cos
x
=
b
p
a
2
+
b
2
.

a
sin
x
+
b
cos
x


p
a
2
+
b
2
,
#
m

#
n
,..

,
:
sin
x
a
=
cos
x
b
=

1
p
a
2
+
b
2
,

sin
x
=

a
p
a
2
+
b
2
,
cos
x
=

b
p
a
2
+
b
2
.
,(11)
-
.

,
-
.
,,-

(),-
.
31
(12)
.


y
=
log
0
,
5

p
4
x
4

3
x
2
+
9

p
4
x
4

8
x
2
+
9
x


(0
;
1
)
.
.

x
�
0
,,

p
4
x
4

3
x
2
+
9
�
p
4
x
4

8
x
2
+
9
,

5
x
2
�
0
.
t
=
p
4
x
4

3
x
2
+
9

p
4
x
4

8
x
2
+
9
x
=
=
5
x
p
4
x
4

3
x
2
+
9
+
p
4
x
4

8
x
2
+
9
=
5

4
x
2
+
9
x
2

3
+

4
x
2
+
9
x
2

8
.
71
.712

(8)
4
x
2
+
9
x
2

2
q
4
x
2

9
x
2
=
12
,
,
4
x
2
=
9
x
2

x
=
q
3
2
.,
q
4
x
2
+
9
x
2

3
+
q
4
x
2
+
9
x
2

8

p
12

3
+
p
12

8
=
5.

t

1
.
log
0
,
5
t
,
log
0
,
5
t

log
0
,
5
1
=
0
.

:
min
(0
;
1
)
y
(
x
)
=
y

q
3
2

=
0
.
32.

z
=
p
(
x

1)
2
+
(
y

1)
2
+
p
(
x

y
)
2
+
y
2
.
.

#
a
=
f
x

1
;
y

1
g

#
b
=
f
y

x
;

y
g
.
j
#
a
j
=
p
(
x

1)
2
+
(
y

1)
2
,
j
#
b
j
=
p
(
x

y
)
2
+
y
2
,
#
a
+
#
b
=
f
y

1
;

1
g
,
j
#
a
+
#
b
j
=
p
(
y

1)
2
+
1.
(12)
j
#
a
j
+
j
#
b
j

j
#
a
+
#
b
j
,,

#
a
""
#
b
.,
z

p
(
y

1)
2
+
1

1
,
z
=
1
,
y
=
1

#
a
""
#
b
,,
x
=
1
.

:
min
z
(
x
;
y
)
=
z
(1
;
1)
=
1
.
33.

z
=
j
x
+
2
y
j
+
p
(
x

3)
2
+
(
y

4)
2
.
.

#
a
=
f
x
+
2
y
;
0
g
,
#
b
=
f
3

x
;
y

4
g
.
j
#
a
j
=
j
x
+
2
y
j
,
j
#
b
j
=
p
(
x

3)
2
+
(
y

4)
2
,
#
a
+
#
b
=
f
2
y
+
3
;
y

4
g
,
j
#
a
+
#
b
j
=
p
(2
y
+
3)
2
+
(
y

4)
2
=
p
5
y
2
+
4
y
+
25.
(12)
j
#
a
j
+
j
#
b
j

j
#
a
+
#
b
j
,-
,
#
a
""
#
b
.,
z

p
5
y
2
+
4
y
+
25
.
5
y
2
+
4
y
+
25

y
(
72
.712


y
2
)
y
=

4
2

5
=

2
5
.-
,,
121
5
.
z

q
121
5
,
,
y
=

2
5

#
a
""
#
b
,,
x
=
4
5
.

:
min
z
(
x
;
y
)
=
z

4
5
;

2
5

=
11
p
5
.
34.

z
=
y
p
1

x
2
+
x
p
3
+
2
y

2
y
2
.
.

#
a
=
f
y
;
p
3
+
2
y

2
y
2
g

#
b
=
f
p
1

x
2
;
x
g
.
z
=
#
a

#
b
,
j
#
a
j
=
p
y
2
+
3
+
2
y

2
y
2
=
p
4

(1

y
)
2
,
j
#
b
j
=
p
1

x
2
+
x
2
=
1.
(13)
#
a

#
b

j
#
a
jj
#
b
j
,,

#
a
""
#
b
.,
z

p
4

(
y

1)
2

p
4
=
2
,
,
y
=
1

#
a
""
#
b
,,
p
1

x
2
1
=
x
p
3
,

x

0
,
3

3
x
2
=
x
2
,
x
=
p
3
2
.

:
max
z
(
x
;
y
)
=
z

p
3
2
;
1

=
2
.
35.

z
=
sin
x

2cos
y
+
sin(
x
+
y
).
.

z
=
sin
x

2cos
y
+
sin
x
cos
y
+
cos
x
sin
y
=
sin
x
(1
+
cos
y
)
+
cos
x
sin
y

2cos
y
.
(11)
sin
x
(1
+
cos
y
)
+
cos
x
sin
y

p
(1
+
cos
y
)
2
+
sin
2
y
,
..
sin
x
(1
+
cos
y
)
+
cos
x
sin
y

p
2
+
2cos
y
.
(14)

z

p
2
+
2cos
y

2cos
y
.

t
=
p
2
+
2cos
y
,
0

t

2
.
2cos
y
=
t
2

2
.
f
(
t
)
=
t

t
2
+
2

[0
;
2]
.-
,
,
73
.712


t
0
,
1
2
,
[0
;
2]
,,
max
[0
;
2]
f
(
t
)
=
f

1
2

=
9
4
.

z

9
4
,
,

p
2
+
2cos
y
=
1
2
(14).
8

:
p
2
+
2cos
y
=
1
2
,
sin
x
(1
+
cos
y
)
+
cos
x
sin
y
=
p
2
+
2cos
y
,
8
�
�
�

�
�
�
:
cos
y
=

7
8
,
2
6
6
4
sin
x

1
8

cos
x

p
15
8
=
1
2
,
sin
x

1
8
+
cos
x

p
15
8
=
1
2
,
,
8
�
�
�

�
�
�
:
cos
y
=

7
8
,
2
6
6
4
sin
x

x

arccos
1
8

=
1
2
,
sin
x

x
+
arccos
1
8

=
1
2
,
2
6
6
6
6
6
6
4
(
y
=
arccos
7
8


+
2

n
,
n
2
Z
,
x
=
arccos
1
8
+
(

1)
k

6
+

k
,
k
2
Z
,
(
y
=


arccos
7
8
+
2

l
,
l
2
Z
,
x
=

arccos
1
8
+
(

1)
m

6
+

m
,
m
2
Z
.

:
max
z
(
x
;
y
)
=
9
4
.
,
-

,
,
.
,
(-
,,
,

).
,
-
1,3,C5
,
,
,
.
74
:
3
3.1.

3.1
y
=
7
5
x

2
+
9

7
4

5
x

41.
3.2.

3.2
y
=
j
2
x

3
x
2
j
+
j
2
x
+
9
j
.
3.3.

3.3
y
=
p
x
2

2
x
+
2
+
p
x
2

10
x
+
29.
3.4.

3.4
y
=
3
p
10

3
x
+
4
p
3
x
+
26.
3.5.

3.5
y
=

log
2
0
,
75
x
+
1
+

(log
0
,
75
x

3)
2
+
9.
3.6.

3.6
y
=
0
,
8cos
x
(3sin
x
+
4cos
x
)
+
3sin
x
.
3.7.

3.7
y
=
x

2
p
16

9
x
2
+
3
p
9

4
x
2

.
3.8.

3.8
z
=
p
(2
x

1)
2
+
(3
y

1)
2
+
p
(2
x

3
y
)
2
+
9
y
2
.
3.9.

3.9
z
=
2
y
p

x
2

2
x
+
(
x
+
1)
p
3
+
4
y

8
y
2
.
3.10.

3.10
z
=
2cos
x

cos
y
+
cos(
x

y
).
75
:
:
4
4.1.

4.1
y
=
3
x
2
+
12
x
2
+
1
+
4.
4.2.

4.2
y
=
p
x
2

7

p
13

x
2
.
4.3.

4.3
y
=
p
x
2

6
x
+
10
+
p
x
2
+
10
x
+
50.
4.4.

4.4
y
=
5
p
7

3
x
+
12
p
3
x
+
29
+
22.
4.5.

4.5
y
=
p
(
x

1)
2
+
(
x

2)
2
+
+
p
(
x

5)
2
+
(2
x
+
5)
2

p
9
x
2

42
x
+
65
+
7.
4.6.

4.6
y
=
p
4
x
2

12
x
+
18

p
x
2

2
x
+
5

p
x
2

4
x
+
5.
4.7.

4.7
y
=
x
2
+
4
x
+
j
x
2

2
j
+
j
x
2

5
j
.
4.8.

4.8
y
=
9
0
,
5
+
j
4
x

5
jj
x
2

3
x
+
1
jj
x
2
+
x

4
j
.
4.9.

[

3
;
3]
-
4.9

y
=
x
2
+
x
p
x
2
+
16

9.
4.10.

4.10
z
=
j
2
x

3
y
j
+
p
4
x
2
+
(
y
+
1)
2
.
:
76
:
1
1.1.

1.1
y
=
4
x
+
5
x
+
1

[

1
;
2]
.
1.2.

1.2
y
=
cos2
x

4cos
x
+
4.
1.3.

1.3
y
=
p
2
x

1

p
2
x

5.
1.4.

h
0
;

8
i
-
1.4

y
=
3sin
x
+
4
x
+
5.
1.5.

1.5
y
=
sin
x
+
4
p
1

sin
x

5.
1.6.

1.6
y
=
2
x
2

4
j
x
j
+
11
2
j
x
j
1

[1
;
3].
1.7.

1.7
y
=
q
log
2
x
log
2
4
x

h
3
2
;
7
2
i
.
1.8.

1.8
y
=
7
5
x

2
+
9

7
4

5
x

41.
1.9.

1.9
y
=
j
log
5
x
j
+
j
log
5
x

3
j
+
log
4
7
(26

x
).
1.10.

1.10
y
=

log
2
0
,
75
x
+
1
+

(log
0
,
75
x

3)
2
+
9.
1.11.
-
1.11

z
=
3(sin
x
+
cos
y
)
+
4(cos
x
+
sin
y
).
1.12.
-
1.12

z
=
x
2
(
y
+
1)
2
(2
x
2

2
x
+
1)(2
y
2
+
2
y
+
1)
.
77
:
:
2
2.1.

[5
;
8]
-
2.1

y
=
x

2
p
x

4
+
3.
2.2.

2.2
y
=
2
x
+
3
+
6
j
x

1
j
x
2

[

2
;
2].
2.3.

2.3
y
=
2
4
x

5
x
2

4
x
+
5
.
2.4.

2.4
y
=
3
q
4
x
+
3
x
2
+
1
.
2.5.

2.5
y
=
1
+
log
2
(3
p
2
x

1

x

1)

[1
;
7].
2.6.

2.6
y
=

1
3

2cos
x
+
cos2
x

cos
2
x
.
2.7.

2.7
y
=
7
x

3
+
7
5

x
.
2.8.

2.8
y
=
5sin3
x

12cos3
x
+
7.
2.9.

[2
,
5
;
3
,
5]

2.9

y
=
x
2

3
x
+
4
x
2

3
x
+
2
+
2.
2.10.

2.10
y
=
2
5
j
x
2

6
jj
x
2

7
j
.
2.11.

2.11
y
=
lg(4

3
2
x
+
3
+
3

9
1

x

8).
2.12.

2.12
y
=
x
sin
x
+
p
9

x
2
cos
x
+
4.
:
78
:
3.

1.

F
(
x
)

1
f
(
x
)
=
3
x
+
2
5
,

F
(4)
=
5
.
F
(1)
.
2.

F
(
x
)

2
f
(
x
)
=
x
2

2
x

3

[0
;
6]


9
.
.
3.

F
(
x
)

3
f
(
x
)
=
3
x
3
+
2
x
3

(0
;
+
1
)
,
F
(1)
=
2
.-

F
(0
,
5)
.
4.

F
(
x
)

4
f
(
x
)
=

6
x
2

(

1
;
0)

(

2
;

3)
.-

F
(
x
)
=
f
(
x
)
.
,.
5.

F
(
x
)

f
(
x
)
=
11
p
x
+
2

(0
;
+
1
)
,
F
(4)
=

15
.

F
(9)
.
6.

F
(
x
)

6
f
(
x
)
=
2
3
3
p
x

(0
;
+
1
)
,-

y
=
2
x

3

1
.-

F
(8)
.
79
:
:
3.
7.

F
(
x
)

7
f
(
x
)
=
3sin
x

2cos
x

(


;
0)
.-
?
.
8.

F
(
x
)

8
f
(
x
)
=
2
+
sin4
x
,

F


4

=

3

.
F

7

4

.
9.

F
(
x
)

9
f
(
x
)
=
e
x
+
4
x
+
3
,

F
(1)
=
e
.
F
(0)
.
10.

F
(
x
)

10
f
(
x
)
=
e
x
+
2
x
+
1

[0
;
2]

e
2
.-
.
11.

[12
;
22]

F
(
x
)

11

f
(
x
)
=

1

ln
2
(
x

2)
?
12.

h
4
3
;
14
3
i

F
(
x
)

12

f
(
x
)
=
(
x

5)ln(
x

1)
?
:
80


.
,

y
=
f
(
x
)
,

F
(
x
)
,
F
0
(
x
)
=
f
(
x
)
.
F
(
x
)

y
=
f
(
x
)
.
,
F
(
x
)
-

f
(
x
)
.

,-
.,
-
,,

,,(
-
),
.
,
F
(
x
)

y
=
f
(
x
)

C
,
F
(
x
)
+
C
-

y
=
f
(
x
)
,
(
F
(
x
)
+
C
)
0
=
F
0
(
x
)
+
C
0
=
f
(
x
).
,,

F
(
x
)

G
(
x
)


y
=
f
(
x
)
,
G
(
x
)
=
F
(
x
)
+
C
,

C
,..

y
=
f
(
x
)

F
(
x
)
+
C
.,,,-

-
.

,,
,-
,

(,).
.

,
.
,
:
,
,-

,
.

(),

:

.
(
C
-
).
81
3.
y
=
f
(
x
)
F
(
x
)
f
(
x
)
=
k
,
k

F
(
x
)
=
kx
+
C
f
(
x
)
=
x
p
,
p
=

1
F
(
x
)
=
x
p
+
1
p
+
1
+
C
f
(
x
)
=
1
x
F
(
x
)
=
ln
j
x
j
+
C
f
(
x
)
=
p
x
F
(
x
)
=
2
3
x
p
x
+
C
f
(
x
)
=
1
p
x
F
(
x
)
=
2
p
x
+
C
f
(
x
)
=
3
p
x
F
(
x
)
=
3
4
x
3
p
x
+
C
f
(
x
)
=
1
3
p
x
F
(
x
)
=
3
2
3
p
x
2
+
C
f
(
x
)
=
sin
x
F
(
x
)
=

cos
x
+
C
f
(
x
)
=
cos
x
F
(
x
)
=
sin
x
+
C
f
(
x
)
=
e
x
F
(
x
)
=
e
x
+
C
f
(
x
)
=
a
x
,
a
�
0
,
a
=
1
F
(
x
)
=
a
x
ln
a
+
C
f
(
x
)
=
1
p
1

x
2
F
(
x
)
=
arcsin
x
+
C
f
(
x
)
=
1
1
+
x
2
F
(
x
)
=
arctg
x
+
C
,
f
(
x
)
=
1
x
-
,
.,

(0
;
+
1
)

f
(
x
)
=
1
x

F
(
x
)
=
ln
x
+
C
,

(

1
;
0)

F
(
x
)
=
ln(

x
)
+
C
(
C

).,
y
=
f
(
x
)

,-,
-
,:,

f
(
x
)
=
1
p
x

(0
;
+
1
)
,,

F
(
x
)
=
2
p
x
+
C
(
C
)-
.

,

2
n
+
1
p
x

x
1
2
n
+
1
-
(,):

82

,
.
,
,,-
(

,;
,-
).


.

.
F
(
x
)

G
(
x
)


f
(
x
)

g
(
x
)
,
k
,
b

C
.
:
1.
F
(
x
)
+
G
(
x
)

F
(
x
)

G
(
x
)
-

f
(
x
)
+
g
(
x
)

f
(
x
)

g
(
x
)
(:(-
)()
);
2.
kF
(
x
)

kf
(
x
)
(:-


);
3.
1
k
F
(
kx
+
b
)

f
(
kx
+
b
)
(,,
k
=
0)
.
,
f
(
x
)
=
3
x
2

4
x
+
7

F
(
x
)
=
x
3

2
x
2
+
7
x
+
C
;

f
(
x
)
=
cos(4
x
+
5)

F
(
x
)
=
1
4
sin(4
x
+
5)
+
C
.


(

).

,
-
.,
f
(
x
)
=
x
2
x
3
(
x
+
1)

f
(
x
)
=
x
6
+
x
5
(
F
(
x
)
=
x
7
7
+
x
6
6
+
C
)
,
f
(
x
)
=
3
x
5
+
2
x
4
+
x
x
2


f
(
x
)
=
3
x
3
+
2
x
2
+
1
x
(
F
(
x
)
=
x
4
+
x
3
+
ln
j
x
j
+
C
)
;

C
.,
-

-
.
83
.
12
1.

F
(
x
)

f
(
x
)
=
3
x
+
2
5
,

F
(4)
=
5
.
F
(1)
.
.
,-
:
F
(
x
)
=
0
,
3
x
2
+
0
,
4
x
+
C
.

F
(4)
=
5
,,
0
,
3

4
2
+
0
,
4

4
+
C
=
5
,
C
=

1
,
4

F
(1)
=
0
,
3
+
0
,
4

1
,
4
=

0
,
7
.

:
F
(
x
)
=
0
,
3
x
2
+
0
,
4
x

1
,
4
;
F
(1)
=

0
,
7
.
2.

F
(
x
)

f
(
x
)
=
x
2

2
x

3

[0
;
6]


9
.-
.
.
-
,
F
0
(
x
)
=
f
(
x
)
=
x
2

2
x

3
.-

x
2

2
x

3


1

3
.
F
0
(
x
)
=
(
x
+
1)(
x

3)
.
F
(
x
)
-
.
+

F
0
(
x
)
F
(
x
)
x
3
min

1
0
6
,
min
[0
;
6]
F
(
x
)
=
F
(3)
=

9
,
F
(
x
)

[0
;
6]
.
,
:
F
(
x
)
=
1
3
x
3

x
2

3
x
+
C
.,
F
(3)
=
1
3

3
3

3
2

3

3
+
C
=

9
+
C
.


9
+
C
=

9
,
C
=
0

F
(
x
)
=
1
3
x
3

x
2

3
x
.

F
(
x
)

[0
;
6]
:
F
(0)
=
0
,
F
(6)
=
1
3

6
3

6
2

3

6
=
18.
,
max
[0
;
6]
F
(
x
)
=
F
(6)
=
18
.

:
18
.
:
1
1.1.

F
(
x
)

f
(
x
)
=
4
x
+
3
2
,
1.1

F
(3)
=
2
.
F
(0)
.
1.2.

F
(
x
)

f
(
x
)
=
1.2
=
x
2
(4
x
+
3)
,,-

(2
;
34)
.
F
(

1)
.
1.3.

F
(
x
)

1.3
f
(
x
)
=
x
(2
x

1)
2
,

F
(0)
=

1
6
.
F
(1)
.
1.4.

F
(
x
)

1.4
f
(
x
)
=
5
x

1


3
..
1.5.

F
(
x
)

f
(
x
)
=
4
x
+
6
1.5
,

2
.
?.
1.6.

F
(
x
)

f
(
x
)
=
4
x
+
2
,
1.6

[

4
;
+
1
)
.
F
(

2)
.
1.7.

[0
;
8]

F
(
x
)

1.7

f
(
x
)
=
x
2

3
x

4

?
1.8.

[

7
;
13]

F
(
x
)

1.8

f
(
x
)
=
7
x

x
2

13

?
1.9.

F
(
x
)

1.9
f
(
x
)
=
3
x
2

14
x
+
11

[0
;
2]

1
.-
.
1.10.

F
(
x
)
-
1.10

f
(
x
)
=
x
2

2
x
+
18

[3
;
6]

64
.
.
85
:
-.
34
3.

F
(
x
)

f
(
x
)
=
3
x
3
+
2
x
3

(0
;
+
1
)
,
F
(1)
=
2
.-

F
(0
,
5)
.
.
,
,
f
(
x
)
=
3
+
2

x

3
.,-
:
F
(
x
)
=
3
x

x

2
+
C
.
F
(1)
=
2
,,
2
+
C
=
2
,

C
=
0

F
(
x
)
=
3
x

1
x
2
.
F
(0
,
5)
=
3

0
,
5

1
0
,
5
2
=
1
,
5

1:
1
4
=

2
,
5.

:
F
(
x
)
=
3
x

1
x
2
;
F
(0
,
5)
=

2
,
5
.
4.

F
(
x
)

f
(
x
)
=

6
x
2

(

1
;
0)

(

2
;

3)
.-

F
(
x
)
=
f
(
x
)
.
,.
.
f
(
x
)
=

6
x

2
,-
:
F
(
x
)
=
6
x

1
+
C

F
(
x
)
=
6
x
+
C
.
,
F
(

2)
=

3
,
6

2
+
C
=

3
,
,
C
=
0
.-
:
6
x
=

6
x
2
.
x
=
0
,

x
2
6
,
x
=

1
.

:

1
.
:
2
2.1.

F
(
x
)

2.1
f
(
x
)
=
3
x

(0
;
+
1
)
,
F
(2)
=
3ln2
+
1
.-

F
(1)
.
2.2.

F
(
x
)

2.2
f
(
x
)
=
4
x

(

1
;
0)
,
F
(

3)
=
4ln3

2
.-

F
(

1)
.
2.3.

F
(
x
)

2.3
f
(
x
)
=
4
x

5

(5
;
+
1
)
,
F
(9)
=
4ln4
+
4
.-

F
(6)
.
2.4.

F
(
x
)

2.4
f
(
x
)
=
3
x

4

(

1
;
4)
,
F
(

3)
=
3ln7
+
9
.-

F
(3)
.
2.5.

F
(
x
)

2.5
f
(
x
)
=
8
4
x
+
3



3
4
;
+
1

,
F
(0)
=
2ln3

5
.-

F
(

0
,
5)
.
2.6.

F
(
x
)

2.6
f
(
x
)
=
3
2
x
2

(0
;
+
1
)
,

(0
,
5
;
5)
.
F
(3)
.
2.7.

F
(
x
)

2.7
f
(
x
)
=
4
x
2

3
x
2

(0
;
+
1
)
,
F
(0
,
25)
=

11
.

F
(0
,
5)
.
87
:
:
2
2.8.

F
(
x
)

2.8
f
(
x
)
=
15
x
2
,

(0
;
+
1
)
,

1
3
;
0

.
F
(
x
)
=
5
f
(
x
)
+
39
.
,-
.
2.9.

[

3
;
12]

F
(
x
)

2.9

f
(
x
)
=
x
2

16
x
2
+
16
?
2.10.

F
(
x
)

2.10
f
(
x
)
=
10
x
10
x
+
1
10
x

1
10
x

(0
,
1
;
+
1
)
,-

(1
;
1)
.
F
(0
,
5)
.
:
88
.
56
5.

F
(
x
)

f
(
x
)
=
11
p
x
+
2

(0
;
+
1
)
,
F
(4)
=

15
.

F
(9)
.
.
,-
:
F
(
x
)
=
2
x
+
22
p
x
+
C
.

F
(4)
=

15
,,
8
+
44
+
C
=

15
,
C
=

67

F
(9)
=
18
+
66

67
=
17
.

:
F
(
x
)
=
2
x
+
22
p
x

67
;
F
(9)
=
17
.
6.

F
(
x
)

f
(
x
)
=
2
3
3
p
x

(0
;
+
1
)
,-

y
=
2
x

3

1
.-

F
(8)
.
.
,-
:
F
(
x
)
=
3
p
x
2
+
C
.
,-

1
,
y
=
2
x

3
,..

(1
;

1)
.,
F
(1)
=

1
,
1
+
C
=

1
,
,
C
=

2
.
F
(8)
=
3
p
8
2

2
=
2.

:
F
(
x
)
=
3
p
x
2

2
;
F
(8)
=
2
.
:
3
3.1.

F
(
x
)

3.1
f
(
x
)
=
6
p
x
+
5

(0
;
+
1
)
,
F
(1)
=
9
.-

F
(4)
.
3.2.

F
(
x
)

3.2
f
(
x
)
=
2
p
x
+
1

(0
;
+
1
)
,

F
(4)
=
13
.
F
(1)
.
3.3.

F
(
x
)

3.3
f
(
x
)
=
4

11
p
x

(0
;
+
1
)
,

F
(25)
=
12
.
F
(4)
.
3.4.

F
(
x
)

3.4
f
(
x
)
=
4
3
p
x
+
5
,
,
-

(8
;
94)
.
F
(1)
.
3.5.

F
(
x
)

3.5
f
(
x
)
=
23
3
p
x

5
p
x
,

F
(

1)
=

3
.
F
(1)
.
3.6.

F
(
x
)

3.6
f
(
x
)
=
3
p
x
+
4
3
p
x
+
5

(0
;
+
1
)
,

F
(8)
=
32
p
2
+
92
.
F
(1)
.
3.7.

F
(
x
)

3.7
f
(
x
)
=
21
x
3

5
p
x
,

y
=
21
x
5

3
p
x

1
.
F
(

1)
.
:
90
3
:
3.8.

[1
;
8]
-
3.8

F
(
x
)

f
(
x
)
=
8
3
p
x
+
7
,

96
.
3.9.

[

9
;
9]

F
(
x
)

3.9

f
(
x
)
=
x
2

11
x
+
10
4
3
p
x
2
+
5
?
3.10.

F
(
x
)

3.10
f
(
x
)
=
21
x
3
p
x
,


f
(
x
)


1
.

F
(1)
.
91
:
.
78
7.

F
(
x
)

f
(
x
)
=
3sin
x

2cos
x

(


;
0)
.-
?
.
.
,-
:
F
(
x
)
=

3cos
x

2sin
x
+
C
.

F
(


)
=
0
,,
3
+
C
=
0
,
C
=

3

F
(0)
=

3

3
=

6
.

:

6
.
8.

F
(
x
)

f
(
x
)
=
2
+
sin4
x
,

F


4

=

3

.
F

7

4

.
.
,-
:
F
(
x
)
=
2
x

1
4
cos4
x
+
C
.

F


4

=

3

,,

2
+
1
4
+
C
=

3

,
C
=

7

2

1
4

F

7

4

=
7

2
+
1
4

7

2

1
4
=
0.

:
F
(
x
)
=
2
x

1
4
cos4
x

7

2

1
4
;
F

7

4

=
0
.
:
4
4.1.

F
(
x
)

4.1
f
(
x
)
=
2cos
x
,

F



2

=

5.

F
(

)
.
4.2.

F
(
x
)

4.2
f
(
x
)
=

3sin
x
,

F
(


)
=
7.

F



2

.
4.3.

F
(
x
)

4.3
f
(
x
)
=

8cos4
x
,

F


24

=
24.

F


8

.
4.4.

F
(
x
)

4.4
f
(
x
)
=
6sin3
x
,

F


9

=
9.

F



3

.
4.5.

F
(
x
)

4.5
f
(
x
)
=
3sin
x
+
4cos
x




2
;
2

.
?
.
4.6.

F
(
x
)

4.6
f
(
x
)
=
3

2cos2
x
,

F


2

=
3

4
.

F


4

.
4.7.

[

13
;
7]

F
(
x
)

4.7

f
(
x
)
=
4sin
50
x
+
5cos
60
x
+
6
?
93
:
:
4
4.8.

[

4
;
11]

F
(
x
)

4.8

f
(
x
)
=
(
x
2

36)(sin
2
x
+
36)
?
4.9.

h


;

2
i
-
4.9

F
(
x
)

f
(
x
)
=
2cos
x

3

9

2
.
.
4.10.

[0
;

]

4.10
F
(
x
)

f
(
x
)
=
6

sin3
x
+
25


25

.
.
:
94
.
910
9.

F
(
x
)

f
(
x
)
=
e
x
+
4
x
+
3
,

F
(1)
=
e
.

F
(0)
.
.
,-
:
F
(
x
)
=
e
x
+
2
x
2
+
3
x
+
C
.

F
(1)
=
e
,,
e
+
2
+
3
+
C
=
e
,
C
=

5

F
(0)
=
1

5
=

4
.

:
F
(
x
)
=
e
x
+
2
x
2
+
3
x

5
;
F
(0)
=

4
.
10.

F
(
x
)
-

f
(
x
)
=
e
x
+
2
x
+
1

[0
;
2]

e
2
.
.
.
-
,
F
0
(
x
)
=
f
(
x
)
=
e
x
+
2
x
+
1
.
e
x
+
2
x
+
1
�
0
.
F
0
(
x
)
�
0

y
=
F
(
x
)
-

[0
;
2]
.
,
min
[0
;
2]
F
(
x
)
=
F
(0)
,
max
[0
;
2]
F
(
x
)
=
F
(2)
=
e
2
.
,
:
F
(
x
)
=
e
x
+
x
2
+
x
+
C
.
,
F
(2)
=
e
2
+
4
+
2
+
C
=
e
2
+
6
+
C
.

e
2
+
6
+
C
=
e
2
,
C
=

6

F
(0)
=
1

6
=

5
.

:

5
.
:
5
5.1.

F
(
x
)

5.1
f
(
x
)
=
e
x
,

F
(ln4)
=
5.

F
(0)
.
5.2.

F
(
x
)

5.2
f
(
x
)
=
2
e
x

3
,

F
(2)
=
2
e
2
+
7.

F
(0)
.
5.3.

F
(
x
)

5.3
f
(
x
)
=
6
e
2
x
,

F
(0
,
5)
=
3
e
+
4.

F
(0)
.
5.4.

F
(
x
)

5.4
f
(
x
)
=
5
e
x
+
6
,

F
(1)
=
5
e
+
8.

F
(0)
.
5.5.

F
(
x
)

5.5
f
(
x
)
=
2
x
ln2
,

F
(2)
=
7
.

F
(3)
.
5.6.

F
(
x
)

5.6
f
(
x
)
=
2
x
ln2
,

F
(3)
=
5.

F
(1)
.
5.7.

[1
;
2]

5.7
F
(
x
)

f
(
x
)
=
5
x
ln5
+
4

10
.
F
(
x
)
.
5.8.

[1
;
4]

5.8
F
(
x
)

f
(
x
)
=
2
x
ln2
+
2
x
+
1


2
.
F
(
x
)
.
5.9.

[

3
;
3]

F
(
x
)

5.9

f
(
x
)
=
(3
x

3)(
x

4)
?
5.10.

F
(
x
)

5.10

f
(
x
)
=
(7
x

49)(
x
2

4)
?
:
96
.
1112
11.

[12
;
22]

F
(
x
)


f
(
x
)
=

1

ln
2
(
x

2)
?
.
-
,
F
0
(
x
)
=
f
(
x
)
=

1

ln
2
(
x

2)
.

1

ln
2
(
x

2)

0
.
F
0
(
x
)

0

y
=
F
(
x
)

[12
;
22]
.,-
,..
x
=
22
.

:
22
.
12.

h
4
3
;
14
3
i

F
(
x
)


f
(
x
)
=
(
x

5)ln(
x

1)
-
?
.
-
,
F
0
(
x
)
=
f
(
x
)
=
(
x

5)ln(
x

1)
.

x
2
h
4
3
;
14
3
i

x

5
.,
ln(
x

1)
=
0

x
=
2
;
ln(
x

1)
�
0

x
�
2
;
ln(
x

1)

0

x

2
.
F
(
x
)
-
.
+

F
0
(
x
)
F
(
x
)
x
2
max
4
3
14
3
,
max

4
3
;
14
3

F
(
x
)
=
F
(2)
.

:
2
.
:
6
6.1.

[6
;
26]

F
(
x
)

6.1

f
(
x
)
=

ln
x
?
6.2.

[0
,
5
;
5]

F
(
x
)

6.2

f
(
x
)
=
(
x

5)ln
x
?
6.3.

F
(
x
)

6.3
f
(
x
)
=
log
3
(
x
+
4)

5
.-
.
6.4.

F
(
x
)

6.4
f
(
x
)
=
8
x
+
log
7
(
x
+
6)

1
.-
.
6.5.

F
(
x
)

6.5
f
(
x
)
=
x
log
2
x

8
.-
,-
.
6.6.

F
(
x
)

6.6
f
(
x
)
=
3cos
x
+
4log
5
(
x
+
1)

0
.-
,-
.
6.7.

F
(
x
)

6.7
f
(
x
)
=
log
11
(
x
2
+
2)

3
.,
-
..
:
98
6
:
6.8.

[11
;
21]
-
6.8

F
(
x
)

f
(
x
)
=
log
7
(
x

10)
,
17
?
6.9.

[

2
;
4]
-
6.9

F
(
x
)

f
(
x
)
=
(
x

4)log
4
(
x
+
4)
,
3
?
6.10.

F
(
x
)

6.10

f
(
x
)
=
(2
x
2

5
x
+
2)log
7
(
x

0
,
5).
99
:
:
1
1.1.

F
(
x
)

1.1
f
(
x
)
=
4
x
+
3
,

F
(2)
=
15.

F
(

1)
.
1.2.

F
(
x
)

1.2
f
(
x
)
=
5
+
4
x

x
2

[

3
;
3]

1
3
.
.
1.3.

F
(
x
)

1.3
f
(
x
)
=
2
x
2
+
1
x
2

(0
;
+
1
)
,
F
(2)
=
5
,
5
.-

F
(0
,
5)
.
1.4.

F
(
x
)

1.4
f
(
x
)
=

8
x
3

(

1
;
0)

(

1
;
4)
.

F
(
x
)
=
f
(
x
)
.
,.
1.5.

F
(
x
)

1.5
f
(
x
)
=
3
p
x
+
4

(0
;
+
1
)
,
F
(9)
=
55
.-

F
(4)
.
1.6.

F
(
x
)

1.6
f
(
x
)
=
4
3
p
x
,

y
=
2
x
2
+
3
x


1
.
F
(

8)
.
1.7.

F
(
x
)

1.7
f
(
x
)
=
3sin
x
+
4cos
x




2
;
2

.-
?
.
:
100
1
:
1.8.

F
(
x
)

1.8
f
(
x
)
=
4

3sin3
x
,

F


6

=
2

9
.

F


9

.
1.9.

F
(
x
)

1.9
f
(
x
)
=
5
e
x
+
6
,

F
(1)
=
5
e
+
8.

F
(0)
.
1.10.

[

1
;
3]
-
1.10

F
(
x
)

f
(
x
)
=
4
x
ln4

5

2
x
ln2
,
-
.
1.11.

[5
,
5
;
15
,
5]

F
(
x
)
1.11

f
(
x
)
=
log
5
(
x

5)
?
1.12.

[

7
;
7]
-
1.12

F
(
x
)

f
(
x
)
=

log
3
(11

x
)
,2?
101
:
:
2
2.1.

F
(
x
)

2.1
f
(
x
)
=
1
+
2
x
+
3
x
2
+
13
x
3

x
4

x
5
,

F
(0)
=
1.

F
(

1)
.
2.2.

F
(
x
)

2.2
f
(
x
)
=
x
4

16
x
2
+
4
,

(

3
;
6)
.

F
(3)
.
2.3.

F
(
x
)

2.3
f
(
x
)
=
x
2

x
4

x
6
x
3

x
5

x
7

(0
;
+
1
)
,
F
(1)
=
2
,
5
.-

F
(0
,
5)
.
2.4.

F
(
x
)

2.4
f
(
x
)
=
x
2
+
4
x
4
+
4
x
2

(0
;
+
1
)
,

(0
,
25
;
5)
.
F
(1)
.
2.5.

F
(
x
)

2.5
f
(
x
)
=
2
p
x
+
5
x
1
4
4

(0
;
+
1
)
,
F
(16)
=
50
.

F
(1)
.
2.6.

F
(
x
)

2.6
f
(
x
)
=
13
q
x
4

7
p
x
2

3
p
x
,

(8
;
12
,
25)
.
F
(1)
.
2.7.

F
(
x
)

2.7
f
(
x
)
=
sin
x

cos
x
,

F
(

6
)
=
7
8
.

F
(

)
.
:
102
2
:
2.8.

F
(
x
)

2.8
f
(
x
)
=
cos
4
x

sin
4
x
,



12
;
5
4

.
F



4

.
2.9.

F
(
x
)

2.9
f
(
x
)
=
2
x

3
x

5
x

ln30
,

F
(2)
=
1000
.

F
(1)
.
2.10.

F
(
x
)

2.10
f
(
x
)
=
2
x
+
3

3
x
+
2

ln6
,

(0
;
73)
.

F
(

1)
.
2.11.

[

1
,
5
;
2
,
5]

F
(
x
)
2.11

f
(
x
)
=
log
3
(
x
+
2)
?
2.12.

[3
,
5
;
7
,
5]

F
(
x
)
2.12

f
(
x
)
=
(
x

4)log
0
,
7
(
x

3)
?
103
:

1..


1.

4
.
2.

54
.
3.
5.
4.

6
.
5.
4.
6.

3
.
7.
0
,
5
.
8.
8.
9.
19.
10.

1
.
11.
5.
12.
19.
1
1.1.

4
.
1.2.
0
.
1.3.
14
.
1.4.

14
.
1.5.
15
.
1.6.
24
.
1.7.

2
.
1.8.

35
.
1.9.
162
.
1.10.
2
.
2
2.1.
1.
2.2.
2.
2.3.
2.
2.4.

2
.
2.5.
3.
2.6.

4
.
2.7.
2.
2.8.

2
.
2.9.
4.
2.10.

3
.
3
3.1.
1.
3.2.
0.
3.3.
5.
3.4.
4.
3.5.

29
.
3.6.
256.
3.7.

32
.
3.8.
3.
3.9.

4
.
3.10.
108
.
4
4.1.
48
.
4.2.

21
.
4.3.

11
.
4.4.

3
.
4.5.
80
.
4.6.

35
.
4.7.

4
.
4.8.

60
.
4.9.

80
.
4.10.
45
.
5(5)
5.1.

4
.
5.2.
6.
5.3.
8.
5.4.
2
.
5.5.
2
.
5.6.

3
.
5.7.
1.
5.8.

2
.
5.9.

3
.
5.10.

4
.
6
6.1.
8.
6.2.

7
.
6.3.
6.
6.4.

24
.
6.5.
30.
6.6.

6
.
6.7.
10.
6.8.

12
.
6.9.
27.
6.10.

25
.
7
7.1.
3
.
7.2.
2
.
7.3.
2
.
7.4.
3
.
7.5.
35
.
7.6.
36
.
7.7.
10
.
7.8.
5
.
7.9.
0
,
9
.
7.10.
1
,
3
.
8
8.1.
9.
8.2.
4.
8.3.
1.
8.4.
16.
8.5.
3.
8.6.
2.
8.7.
4.
8.8.
5.
8.9.
1.
8.10.
1.
9
9.1.

16
.
9.2.

4
.
9.3.
81.
9.4.
16.
9.5.

16
.
9.6.
16.
9.7.

48
.
9.8.
17.
9.9.

103
.
9.10.
59.
10
10.1.

7
.
10.2.

23
.
10.3.
16
.
10.4.
0
.
10.5.

39
.
10.6.

4
.
10.7.
8
.
10.8.
12
.
10.9.
14
.
10.10.
12
.
11
11.1.
3.
11.2.
1
,
5
.
11.3.
1
,
2
.
11.4.
0
,
5
.
11.5.
2
,
5
.
11.6.
0
,
75
.
11.7.
0
,
25
.
11.8.
1
,
25
.
11.9.
0
,
4
.
11.10.
2
,
5
.
104

12
12.1.
6.
12.2.
34.
12.3.
14.
12.4.
7.
12.5.

1
.
12.6.
14.
12.7.

6
.
12.8.
8.
12.9.

10
.
12.10.

18
.
13
13.1.
49
.
13.2.
0
,
01
.
13.3.
36
.
13.4.

81
.
13.5.
36
.
13.6.
2
.
13.7.

9
.
13.8.

3
.
13.9.
21
.
13.10.
45
.
14
14.1.
3.
14.2.
0.
14.3.
13.
14.4.

1
.
14.5.
2.
14.6.
4.
14.7.
5.
14.8.
7.
14.9.
1.
14.10.

3
.
15
15.1.
7.
15.2.
14.
15.3.
4.
15.4.
4.
15.5.

2
.
15.6.
10.
15.7.
0.
15.8.
4.
15.9.

1
.
15.10.
2.
16
16.1.
4
.
16.2.
5
.
16.3.
0
,
24
.
16.4.
0
,
9
.
16.5.
7
.
16.6.
15
.
16.7.
16
.
16.8.
0
,
25
.
16.9.
6
.
16.10.
60
.
17
17.1.
0
,
4
.
17.2.
9.
17.3.
8.
17.4.
5.
17.5.
9
,
5
.
17.6.
3.
17.7.
11
,
5
.
17.8.

4
,
8
.
17.9.
4.
17.10.
3.
18
18.1.

20
.
18.2.
13.
18.3.
19
.
18.4.
6.
18.5.
2.
18.6.
12.
18.7.

1
.
18.8.
10.
18.9.

7
.
18.10.
9.
1
1.1.

2
.
1.2.
6.
1.3.

4
.
1.4.
12.
1.5.
4.
1.6.
1.
1.7.
1
,
5
.
1.8.
5.
1.9.
6.
1.10.
1.
1.11.
0
,
5
.
1.12.
9.
2
2.1.
2.
2.2.
0
.
2.3.
7.
2.4.
0.
2.5.
9.
2.6.
33.
2.7.
1.
2.8.
12.
2.9.
17.
2.10.
5.
2.11.
7.
2.12.
2.
3
3.1.
3.
3.2.
108.
3.3.

3
.
3.4.
24.
3.5.
25.
3.6.

245
.
3.7.
2.
3.8.

3
.
3.9.

7
.
3.10.

1
.
3.11.
2
,
5
.
3.12.
6.
4
4.1.
1.
4.2.

2
.
4.3.

15
.
4.4.

10
.
4.5.
36.
4.6.
54.
4.7.
1
,
25
.
4.8.

11
.
4.9.

6
.
4.10.
1
.
4.11.

1
.
4.12.

1
.
5
5.1.

2
.
5.2.
6
.
5.3.

4
.
5.4.
12
.
5.5.
4
.
5.6.
1
.
5.7.
1
,
5
.
5.8.
5
.
5.9.
6
.
5.10.
1
.
5.11.
0
,
5
.
5.12.
9
.
105

2.


1.
min
y
(
x
)
=
y

3
2

=
q
5
2
.
2.
max
y
(
x
)
=
y


1
2

=
log
2
5
4
.
3.
max
[

1
;
2]
y
(
x
)
=
y
(2)
=
63
,
min
[

1
;
2]
y
(
x
)
=
=
y
(0)
=

1
.
4.
max
R
y
(
x
)
=
3

x
=

2
+
2

k
,
k
2
Z
,
min
R
y
(
x
)
=

1
-

x
=


2
+
2

n
,
n
2
Z
.
5.
min
y
(
x
)
=
y
(

1)
=

1
;
max
y
(
x
)
=
y

3
2

=
4
.
6.
max
y
(
x
)
=
y
(1

p
2)
=
6
+
2
p
2
7
.
7.
min
R
y
(
x
)
=
y

4
+
log
3
4
4

=
12
.
8.
min
R
y
(
x
)
=
y
(0)
=
1
.
9.
max
R
y
(
x
)
=
p
2

2

x
=

12
+
2
3

k
,
k
2
Z
;
min
R
y
(
x
)
=

p
2

2
-

x
=


4
+
2
3

n
,
n
2
Z
.
10.
min
R
y
(
x
)
=
y

8
3

=
p
10
.
11.
max


1
2
;
1
2

y
(
x
)
=
y

1
2
p
2

=
p
2
.
12.
min
(0
;
1
)
y
(
x
)
=
y

q
3
2

=
0
.
1
1.1.
9
.
1.2.
1
.
1.3.
4
.
1.4.
7
.
1.5.
9
.
1.6.
2
.
1.7.
4
.
1.8.

3
.
1.9.
2
,
25
.
1.10.
2
.
2
2.1.
3
.
2.2.

1
.
2.3.

1
8
.
2.4.
0
,
5
.
2.5.

15
8
.
2.6.
16
.
2.7.
0
.
2.8.

20
.
2.9.
36
.
2.10.

0
,
5
.
3
3.1.
1
.
3.2.
9
.
3.3.
5
.
3.4.
30
.
3.5.
5
.
3.6.
5
.
3.7.
12
.
3.8.
1
.
3.9.
2
.
3.10.
9
4
.
4
4.1.
13
.
4.2.
3
.
4.3.
10
.
4.4.
100
.
4.5.
7
.
4.6.
0
.
4.7.

1
.
4.8.
3
.
4.9.

15
.
4.10.
0
,
3
p
10
.
1
1.1
min
[

1
;
2]
y
(
x
)
=

3
,
75
;
max
[

1
;
2]
y
(
x
)
=
27
.
1.2
min
R
y
(
x
)
=
1
;
max
R
y
(
x
)
=
9
.
1.3.
2
.
1.4.
5
.
1.5.
max
R
y
(
x
)
=
4
p
2

6
;
min
R
y
(
x
)
=

4
.
1.6.
3
,
4
.
1.7.
1
.
1.8.
1
.
1.9.
3
.
1.10.
5
.
1.11.
max
z
(
x
;
y
)
=
10
;
min
z
(
x
;
y
)
=

10
.
1.12.
max
z
(
x
;
y
)
=
1
;
min
z
(
x
;
y
)
=
0
.
2
2.1
6
.
2.21.4.
max
[

2
;
2]
y
(
x
)
=
13
;
min
[

2
;
2]
y
(
x
)
=
4
.
2.3
max
R
y
(
x
)
=
16
;
min
R
y
(
x
)
=
0
,
5
.
2.4
max
R
y
(
x
)
=
3
p
4
;
min
R
y
(
x
)
=

1
.
2.5
max
[1
;
7]
y
(
x
)
=
1
+
log
2
3
;
min
[1
;
7]
y
(
x
)
=
1
.
2.6
max
R
y
(
x
)
=
=
9
;
min
R
y
(
x
)
=
1
9
.
2.7
14
.
2.8
20
.
2.9
4
.
2.10
16
.
2.11
2
.
2.12
7
.
106

3.

1.
F
(
x
)
=
0
,
3
x
2
+
0
,
4
x

1
,
4
;
F
(1)
=

0
,
7
.
2.
18
.
3.
F
(
x
)
=
3
x

1
x
2
;
F
(0
,
5)
=

2
,
5
.
4.

1
.
5.
F
(
x
)
=
2
x
+
22
p
x

67
;
F
(9)
=
17
.
6.
F
(
x
)
=
3
p
x
2

2
;
F
(8)
=
2
.
7.

6
.
8.
F
(
x
)
=
2
x

1
4
cos4
x

7

2

1
4
;
F

7

4

=
0
.
9.
F
(
x
)
=
e
x
+
2
x
2
+
3
x

5
;
F
(0)
=

4
.
10.

5
.
11.
22
.
12.
2
.
1
1.1.
F
(
x
)
=
x
2
+
1
,
5
x

11
,
5
;
F
(0)
=

11
,
5
.
1.2.
F
(
x
)
=
x
4
+
x
3
+
10
;
F
(

1)
=
10
.
1.3.
F
(
x
)
=
x
4

4
x
3
3
+
x
2
2

1
6
;
F
(1)
=
0
.
1.4.
3
,
4
.
1.5.
2
,
5
.
1.6.
F
(
x
)
=
2
x
2
+
2
x

3
,
5
;
F
(

2)
=
0
,
5
.
1.7.
4
.
1.8.

7
.
1.9.

4
.
1.10.
154
.
2
2.1.
F
(
x
)
=
3ln
x
+
1
;
F
(1)
=
1
.
2.2.
F
(
x
)
=
4ln(

x
)

2
;
F
(

1)
=

2
.
2.3.
F
(
x
)
=
4ln(
x

5)
+
4
;
F
(6)
=
4
.
2.4.
F
(
x
)
=
3ln(4

x
)
+
9
;
F
(3)
=
9
.
2.5.
F
(
x
)
=
2ln(4
x
+
3)

5
;
F
(

0
,
5)
=

5
.
2.6.
F
(
x
)
=

3
2
x
+
8
;
F
(3)
=
7
,
5
.
2.7.
F
(
x
)
=
4
x
+
3
x

24
;
F
(0
,
5)
=

16
.
2.8.
5
.
2.9.
4
.
2.10.
F
(
x
)
=
x
+
1
100
x

0
,
01
;
F
(0
,
5)
=
0
,
51
.
3
3.1.
F
(
x
)
=
4
x
p
x
+
5
p
x
;
F
(4)
=
52
.
3.2.
F
(
x
)
=
x
+
4
p
x
+
1
;
F
(1)
=
6
.
3.3.
F
(
x
)
=
4
x

22
p
x
+
22
;
F
(4)
=

6
.
3.4.
F
(
x
)
=
3
x
3
p
x
+
5
x
+
6
;
F
(

1)
=
4
.
3.5.
F
(
x
)
=
15
x
15
p
x
8
+
12
;
F
(1)
=
27
.
3.6.
F
(
x
)
=
2
x
p
x
+
3
x
3
p
x
+
5
x
+
4
;
F
(1)
=
14
.
3.7.
F
(
x
)
=
5
x
45
p
x
+
16
;
F
(

1)
=
11
.
3.8.

43
.
3.9.
1
.
3.10.
F
(
x
)
=
9
x
23
p
x

19
;
F
(1)
=

10
.
4
4.1.
F
(
x
)
=
2sin
x

3
;
F
(

)
=

3
.
4.2.
F
(
x
)
=
3cos
x
+
10
;
F



2

=
10
.
4.3.
F
(
x
)
=

2sin4
x
+
25
;
F


8

=
23
.
4.4.
F
(
x
)
=

2cos3
x
+
10
;
F



3

=
12
.
4.5.
3
.
4.6.
F
(
x
)
=
3
x

sin2
x

3

4
;
F


4

=

1
.
4.7.
7
.
4.8.
6
.
4.9.
2
.
4.10.
0
.
5
5.1.
F
(
x
)
=
e
x
+
1
;
F
(0)
=
2
.
5.2.
F
(
x
)
=
2
e
x

3
x
+
13
;
F
(0)
=
15
.
5.3.
F
(
x
)
=
3
e
2
x
+
4
;
F
(0)
=
7
.
5.4.
F
(
x
)
=
5
e
x
+
6
x
+
2
;
F
(0)
=
7
.
5.5.
F
(
x
)
=
2
x
+
3
;
F
(3)
=
11
.
5.6.
F
(
x
)
=
2
x

3
;
F
(1)
=

1
.
5.7.

14
.
5.8.
30
.
5.9.
1
.
5.10.

2
.
6
6.1.
26
.
6.2.
1
.
6.3.
2
.
6.4.
9
.
6.5.
24
.
6.6.
3
.
6.7.
45
.
6.8.
6
.
6.9.
5
.
6.10.
1
,
5
.
107

1
1.1.
F
(
x
)
=
2
x
2
+
3
x
+
1
;
F
(

1)
=
0
.
1.2.
27
.
1.3.
F
(
x
)
=
2
x

1
x
+
2
;
F
(0
,
5)
=
1
.
1.4.

2
.
1.5.
F
(
x
)
=
4
x
+
6
p
x
+
1
;
F
(4)
=
29
.
1.6.
F
(
x
)
=
3
x
3
p
x

4
;
F
(

8)
=
44
.
1.7.
3
.
1.8.
F
(
x
)
=
4
x
+
cos3
x

4

9
;
F


9

=
0
,
5
.
1.9.
F
(
x
)
=
5
e
x
+
6
x
+
2
;
F
(0)
=
7
.
1.10.
28
1.11.
6
.
1.12.
5
.
2
2.1.
F
(
x
)
=
x
+
x
2
+
x
3
+
x
13
+
1
;
F
(

1)
=

1
.
2.2.
F
(
x
)
=
x
3
3

4
x
+
3
;
F
(3)
=
0
.
2.3.
F
(
x
)
=

1
2
x
2
+
3
;
F
(0
,
5)
=
1
.
2.4.
F
(
x
)
=

1
x
+
9
;
F
(1)
=
8
.
2.5.
F
(
x
)
=
4
p
x
+
x
5
4
+
2
;
F
(1)
=
7
.
2.6.
F
(
x
)
=
0
,
75
x
3
p
x
+
0
,
25
;
F
(1)
=
1
.
2.7.
F
(
x
)
=

0
,
25cos2
x
+
1
;
F
(

)
=
0
,
75
.
2.8.
F
(
x
)
=
0
,
5sin2
x
+
1
;
F



4

=
0
,
5
.
2.9.
F
(
x
)
=
30
x
+
100
;
F
(1)
=
130
.
2.10.
F
(
x
)
=
72

6
x
+
1
;
F
(

1)
=
13
.
2.11.

1
.
2.12.
3
,
5
.
108

...................................
.....3
...........................................
....4
1..
6
..............................
.......6
...........................
.......7
.12
..11
1...............................
......12
2...............................
......13
3...............................
......14
-.34
.15
4...............................
......16
5...............................
......17
6...............................
......18
.56
.....20
7...............................
......21
8...............................
......22
9...............................
......23
.78
..24
10..............................
......25
11..............................
......26
12..............................
......28
.910
......30
13..............................
......31
14..............................
......32
15..............................
......33
.1112
....34
16..............................
......35
17..............................
......36
18..............................
......37
1.............................
.......38
2.............................
.......40
3.............................
.......42
4.............................
.......44
109

5.............................
.......46
2.

........................................
.....48
..............................
.......48
...........................
.......49
.16
...51
........................
.....51
...................................
...53
...............
.......56
1...............................
......58
2...............................
......59
.712

.............................................
....60
........................
.....60

j
a
j
+
j
b
j

j
a
+
b
j
................................63

j
a
sin
t
+
b
cos
t
j

p
a
2
+
b
2
..........................64

j
#
a
j
+
j
#
b
j

j
#
a
+
#
b
j
...............................66

#
a

#
b

j
#
a
jj
#
b
j
.................................68
..............................
....71
3...............................
......75
4...............................
......76
1.............................
.......77
2.............................
.......78
3....................................
......79
..............................
.......79
...........................
.......81
.12
..84
1...............................
......85
-.34
.86
2...............................
......87
.56
.....89
3...............................
......90
.78
..92
4...............................
......93
.910
......95
110

5...............................
......96
.1112
....97
6...............................
......98
1.............................
.......100
2.............................
.......102
.............................................
....104
111
-


2018
.
..
.
12().
..
30.06.2017.
70

90
1
/
16
..
...7.5000..

.
119002,,.,.11..(499)
2410804.
.
ξ.170024,.
,-,5.
:(4822)4442-15,(495)7480467,/:(
4822)554215.

,
,.,.11..(495)74580
31.E-mail:
biblio@mccme.ru

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