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Steam apple itunes appstore epic games gift card gta ios iphone itunes mastercard minecraft origin premium region free steam steamgift uplay virtual card visa visa virtual xbox xbox one xbox series 1.1 1.2 10.1 10.2 11.1 11.2 12.2 12.3 14.1 14.2 18.1 18.2 19.1 19.2 2.2 3.1 3.2 4.1 5.1 5.2 6.1 6.2 6.3 6.4 8.1 9.1 11.3
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16.3 4
, 05 2022 . 17:27 +
PDF .

1. .
2. . (1−10 )
, . (11−26 )
, . (27−30 )

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1.1 19.2 ( fizmathim.ru pdf)
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16.2 4
, 21 2022 . 01:05 +
PDF .

1.
f(t) α, β, γ, t0, x(t0), x∙(t0), . 16.4.
2.
f1(t), f2(t) ak, bk, ck, dk, (k = 1, 2), A, B, x(0), y(0) . 16.5.

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1.1 19.2 ( fizmathim.ru pdf)
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1 " " (2 )
, 12 2022 . 15:33 +
Microsoft Word 2003.

1. y′
2. y′
3. .
4. y′′
5. d2y/dx2 .
6. .
7. .

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1.1 19.2 ( fizmathim.ru pdf)
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16.1 4
, 12 2022 . 15:28 +
PDF .

1. :
α, ω, Mi (i = 0, 1, 2, 3), A, B, C, D, E, F, G . 16.1
2.
f1(t), f2(t) t1, t2 . 16.2.
3.
. A, B, C, a, b, c . 16.3.

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1.1 19.2 ( fizmathim.ru pdf)
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14.2 3
, 30 2016 . 12:45 +
PDF .

1. , u(x, y). u(x, y)
2.

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14.1 3
, 15 2016 . 20:40 +
PDF .

1-4. (1-4)

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1.1 19.2 ( fizmathim.ru pdf)
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13.3 3
, 30 2016 . 15:36 +
PDF .

1. D, , μ= μ(x, y)
2. D, , , .
3. , V, .
4. , V, . δ 1.

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DJVU ( !)

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Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
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13.2 3
, 19 2016 . 21:23 +
PDF .

1. , V .
2. .
3. .
4. , . .

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Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
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13.1 3
, 31 2016 . 17:37 +
PDF .

1. y, D .
2. D, .
3. , .
4. D, .
5. , .
6. , .

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DJVU ( !)

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Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
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36 - 15.1 3
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15.2 3
, 19 2016 . 16:19 +
PDF .

1. () , (p): Ax + By + Cz = D , n = (A, B, C) : 1) ; 2) .
2. u(M)=u(x, y, z) M0(x0, y0, z0)
3. () = (x, y, z) M0(x0, y0, z0)
4. , () = (x, y, z)

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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
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15.1 3
, 09 2016 . 13:30 +
PDF .

1. u(M)=u(x, y, z) M1, M2. : 1) M1 M1M2; 2) grad u(M1)
2. S, S (p), .
3. .
4. a(M) , (p) , : ) ; ) .

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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
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18.1 4
, 06 2016 . 09:50 +
PDF .

1-6. .

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1.1 19.2 ( fizmathim.ru pdf)
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18.2 4
, 30 2016 . 09:28 +
PDF .

1. CB X F(x). M(X), D(X) σ(X). F(X)
2. F() X. f(x), (X), D(X) X [; b]. F() f(x).
3,4. .

18.2 1 4
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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
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19.1 4
, 30 2016 . 09:27 +
PDF .

, . :
) ;
) 9 ;
) , ;
) , DB;
) H0: , , , , α = 0,025;
) γ = 0,9.

19.1 1 4
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1.1 19.2 ( fizmathim.ru pdf)
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19.2 4
, 30 2016 . 09:11 +
PDF .

100 X(. . .) Y(). , X Y . :
) ;
) (X,Y).

19.2 1 4
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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
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30 - 2 " " (2 )
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12.3 3
, 26 2014 . 10:19 +
PDF .

1. ( ω=2π) f(x) [-π; π]
2. f(x), (0; π) () . .
3. f(x) w=2l
4. , .
5. f(x) , .

12.3 1 3
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DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
26 - 12.1 3
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28 - 12.3 3
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12.2 3
, 26 2014 . 10:16 +
PDF .

1. . (1-3)
4. f(x). .
4. f(x) x0. .
5. α,
6. , 0,001.
7. x ( , , )
8. k .

12.2 1 3
12.2 2 3
12.2 3 3
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DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
25 - 11.4 2
26 - 12.1 3
27 - 12.2 3
28 - 12.3 3
29 - 1 "" (1 )
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11.4 2
, 10 2014 . 19:18 +
PDF .

1. .
2. : ) ; ) .
3. .
4. .

11.4 1 2
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DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
23 - 11.2 2
24 - 11.3 2
25 - 11.4 2
26 - 12.1 3
27 - 12.2 3
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11.2 2
, 16 2014 . 10:53 +
PDF .

1. y=φ(x) x=x0 .
2. ,
3. , .
4. .
1-6
5. , A(x0, y0), , , k .
7-10
5. , A(x0, y0), , n , .
11-14
5. , A(x0, y0), , , , , .
15-20
5. , A(x0, y0), : , , .
21-26
5. , A(x0, y0), : , Oy, .
27-30
5. , A(x0, y0), , , , .


11.2 1 2
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DJVU ( !)

" ":

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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
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...
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11.1 2
, 16 2014 . 10:53 +
PDF .

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.. 2. :
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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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10.2 2
, 16 2014 . 10:48 +
PDF .

1. S M0(x0, y0, z0)
2. . , zxy= zyx
3. , u.
4. .
5. z=z(x, y) D, .

10.2 1 2
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.. 2. :
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DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
19 - 9.2 2
20 - 10.1 2
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10.1 2
, 16 2014 . 10:47 +
PDF .

1. .
2. .
3. fx(M0), fy(M0), fz(M0), f(x, y, z) M0(x0, y0, z0)
4. .
5. u=u(x, y), x=x(t), y=y(t), t=t0 .
6. z(x, y) , M0(x0, y0, z0) .

10.1 1 2
10.1 2 2
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.. 2. :
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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
18 - 9.1 2
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14.2 3
, 30 2016 . 12:45 +
PDF .

1. , u(x, y). u(x, y)
2.

14.2 1 3
14.2 2 3
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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
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14.1 3
, 15 2016 . 20:40 +
PDF .

1-4. (1-4)

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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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13.3 3
, 30 2016 . 15:36 +
PDF .

1. D, , μ= μ(x, y)
2. D, , , .
3. , V, .
4. , V, . δ 1.

13.3 1 3
13.3 2 3
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.. 3. :
.. 3.

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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
38 - 13.1 3
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40 - 13.3 3
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13.2 3
, 19 2016 . 21:23 +
PDF .

1. , V .
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13.2 2 3
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13.2 30 3

.. 3. :
.. 3.

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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
37 - 15.2 3
38 - 13.1 3
39 - 13.2 3
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13.1 3
, 31 2016 . 17:37 +
PDF .

1. y, D .
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13.1 2 3
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13.1 30 3

.. 3. :
.. 3.

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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
36 - 15.1 3
37 - 15.2 3
38 - 13.1 3
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15.2 3
, 19 2016 . 16:19 +
PDF .

1. () , (p): Ax + By + Cz = D , n = (A, B, C) : 1) ; 2) .
2. u(M)=u(x, y, z) M0(x0, y0, z0)
3. () = (x, y, z) M0(x0, y0, z0)
4. , () = (x, y, z)

15.2 1 3
15.2 2 3
15.2 3 3
15.2 4 3
15.2 5 3
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Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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37 - 15.2 3
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15.1 3
, 09 2016 . 13:30 +
PDF .

1. u(M)=u(x, y, z) M1, M2. : 1) M1 M1M2; 2) grad u(M1)
2. S, S (p), .
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15.1 1 3
15.1 2 3
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15.1 18 3
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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
34 - 18.2 4
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36 - 15.1 3
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18.1 4
, 06 2016 . 09:50 +
PDF .

1-6. .

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18.1 2 4
18.1 3 4
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18.1 30 4


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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
33 - 19.1 4
34 - 18.2 4
35 - 18.1 4
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18.2 4
, 30 2016 . 09:28 +
PDF .

1. CB X F(x). M(X), D(X) σ(X). F(X)
2. F() X. f(x), (X), D(X) X [; b]. F() f(x).
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18.2 2 4
18.2 3 4
18.2 4 4
18.2 5 4
18.2 6 4
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18.2 30 4

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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
32 - 19.2 4
33 - 19.1 4
34 - 18.2 4
35 - 18.1 4
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:  
(0)

19.1 4
, 30 2016 . 09:27 +
PDF .

, . :
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) H0: , , , , α = 0,025;
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19.1 2 4
19.1 3 4
19.1 4 4
19.1 5 4
19.1 6 4
19.1 7 4
19.1 8 4
19.1 9 4
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19.1 12 4
19.1 13 4
19.1 14 4
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19.1 19 4
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" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
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31 - 2 " " (2 )
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:  
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19.2 4
, 30 2016 . 09:11 +
PDF .

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19.2 2 4
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Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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30 - 2 " " (2 )
31 - 2 " " (2 )
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:  
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2 " " (2 )
, 13 2016 . 10:42 +
Microsoft Word 2003.

.

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(2 ) 2 2
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(2 ) 30 2

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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
29 - 1 "" (1 )
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:  
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2 " " (2 )
, 19 2015 . 11:02 +
Microsoft Word 2003.

(1-6)

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" " (2 ) 2 2
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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
28 - 12.3 3
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30 - 2 " " (2 )
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:  
(0)

1 "" (1 )
, 05 2015 . 09:02 +
Microsoft Word 2003.

(1-6)

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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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27 - 12.2 3
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29 - 1 "" (1 )
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46 - 16.3 4


:  
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12.3 3
, 26 2014 . 10:19 +
PDF .

1. ( ω=2π) f(x) [-π; π]
2. f(x), (0; π) () . .
3. f(x) w=2l
4. , .
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12.3 2 3
12.3 3 3
12.3 4 3
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12.3 6 3
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12.3 10 3
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12.3 26 3
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12.3 30 3


.. 3. :
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" ":

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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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26 - 12.1 3
27 - 12.2 3
28 - 12.3 3
29 - 1 "" (1 )
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46 - 16.3 4


:  
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12.2 3
, 26 2014 . 10:16 +
PDF .

1. . (1-3)
4. f(x). .
4. f(x) x0. .
5. α,
6. , 0,001.
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12.2 1 3
12.2 2 3
12.2 3 3
12.2 4 3
12.2 5 3
12.2 6 3
12.2 7 3
12.2 8 3
12.2 9 3
12.2 10 3
12.2 11 3
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12.2 26 3
12.2 27 3
12.2 28 3
12.2 29 3
12.2 30 3


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1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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25 - 11.4 2
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:  
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11.4 2
, 10 2014 . 19:18 +
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.. 2. :
.. 2.

DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
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23 - 11.2 2
24 - 11.3 2
25 - 11.4 2
26 - 12.1 3
27 - 12.2 3
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44 - 1 " " (2 )
45 - 16.2 4
46 - 16.3 4


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11.2 2
, 16 2014 . 10:53 +
PDF .

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11-14
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15-20
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21-26
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5. , A(x0, y0), , , , .


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11.2 26 2
11.2 27 2
11.2 28 2
11.2 29 2
11.2 30 2


.. 2. :
.. 2.

DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
21 - 10.2 2
22 - 11.1 2
23 - 11.2 2
24 - 11.3 2
25 - 11.4 2
...
44 - 1 " " (2 )
45 - 16.2 4
46 - 16.3 4


:  
(0)

11.1 2
, 16 2014 . 10:53 +
PDF .

1. ( ) .
2. ( ) .
3. ( ) .
4. ( ) .
5. .

11.1 1 2
11.1 2 2
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11.1 22 2
11.1 23 2
11.1 24 2
11.1 25 2
11.1 26 2
11.1 27 2
11.1 28 2
11.1 29 2
11.1 30 2


.. 2. :
.. 2.

DJVU ( !)

" ":

Microsoft Word


1.1 19.2 (pdf)
1.1 19.2 ( fizmathim.ru pdf)
1 - 1.1 1
2 - 1.2 1
...
20 - 10.1 2
21 - 10.2 2
22 - 11.1 2
23 - 11.2 2
24 - 11.3 2
...
44 - 1 " " (2 )
45 - 16.2 4
46 - 16.3 4


:  

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