2011 | 2012 | 2013 | |
( )
2012 (. .) | 2013 (. .) | -(. .) | (%) | |||
1. | 2. | 3. | 4.=3. 1. | 5. =3./1. 100 | 6. = 4./2. 100 | |
104,26 | 4,26 | |||||
187,76 | 87,76 | |||||
135,81 | 35,81 | |||||
107,91 | 7,91 | |||||
152,24 | 52,24 | |||||
170,68 | 70,68 | |||||
135,81 | 35,81 |
: 27767 . . 135,81% ( 35,81%), :
- 2055 . . 104,26% ( 4,26%);
- 25712 . . 187,76% ( 87,76%).
:
- 3402 . . 107,91% ( 7,91%);
- 105 . . 152,24%( 52,24%);
- 24260 . . 170,68% ( 70,68%).
( )
2012 | 2013 | ||||
. , . . | , % | . , . . | , % | ||
1. | 2. | 3. | 4. | 5. | 6. |
62,21 | 47,76 | -14,45 | |||
37,79 | 52,24 | 14,45 | |||
55,47 | 44,08 | -11,39 | |||
0,26 | 0,29 | 0,03 | |||
44,27 | 55,63 | 11,36 | |||
: (62,21%). , ( 14,45%), ( 37,79% 2012 . 52,24% 2013 .)
|
|
, 2013 . .
: 55,47% 44,08%, .. 11,39%; 44,27% 2012 . 55,63% 2013 .
, 2013 . ( ) 55,92%.
_____
, , ( 9.3).
1 | ||
2 | ||
N |
9.3
() , ().
, , .
, ( 9.4).
, | i ; Y - | ||
: | = = + + + + | ||
- | , | i ; Y - | |
: | = = | ||
, | i ; Y - | ||
: | = = / | ||
(-) | Y = (x1 + x2) x3; ; . | i, j ; Y - | |
: | = = 100% + |
9.4
:
Ø ;
Ø ;
Ø ;
Ø ;
Ø ;
Ø ;
Ø .
.
|
|
( ):
1. () () :
y0 = a0 b0 c0 y1 = a1 b1 c1
y0, y1
;
a0, a1, b0, b1, c0, c1
2. ( ):
ya = a1 b0 c0;
yb = a1 b1 c0;
yc = a1 b1 c1;
ya, yb, yc ,
, b,c .
3. :
- a: Δya = ya y0;
- b: Δyb = yb ya;
- c: Δyc = yc yb.
Δya a;
Δyb b;
Δyc c;
4. :
Δy = y1 y0 = Δya + Δyb + Δyc
__________________________________________________________________
:
- | (0) | (1) | ||
, . . | +480 | |||
, | +5 | |||
, . . | -10 |
:
1. () () :
0 = 0 0 = 20146 = 2920 . .
1 = 1 1 = 25136 = 3400 . .
2. :
= 1 0 = 25 146 = 3650 . .;
= 1 1 = 25 136 = 3400 . .
3. :
- :
Δ = 0 = 3650 . . 2920 . . = 730 . .
- :
Δ = = 3400 . . 3650 . . = -250 . .
4.
Δ =Δ+ Δ = 730 . . + (-250 . .) = 480 . .
, 5 , 730 . . 10 . . , 250 . .
480 . .
__________________________________________________________________
.
( ):
1. () () :
y0 = a0 b0 c0 y1 = a1 b1 c1
y0, y1
;
a0, a1, b0, b1, c0, c1 .
2. :
- a: Δya = (a1 a0) b0 c0;
|
|
- b: Δyb = a1 (b1 - b0) c0;
- c: Δyc = a1 b1 (1 0).
Δya a;
Δyb b;
Δyc c.
3. :
Δy = y1 y0 = Δya + Δyb + Δyc
__________________________________________________________________
:
- | (0) | (1) | ||
, . . | +480 | |||
, | +5 | |||
, . . | -10 |
:
1. () () :
0 = 0 0 = 20146 = 2920 . .
1 = 1 1 = 25136 = 3400 . .
2. :
- :
Δ = (1 0) 0= (25 20) 146 . .= 730 . .
- :
Δ = 1 (1 0) = 25 (136 . . 146 . .) =
= -250 . .
3. :
Δ =Δ+ Δ = 730 . . + (-250 . .) = 480 . .
__________________________________________________________________
. , .
( ):
1. () () :
y0 = a0 b0 c0 y1 = a1 b1 c1
y0, y1
;
a0, a1, b0, b1, c0, c1
2. () :
3. :
4. :
Δy = y1 y0 = Δya + Δyb + Δyc
__________________________________________________________________
:
- | (0) | (1) | ||
, . . | +480 | |||
, | +5 | |||
, . . | -10 |
:
1. () () :
0 = 0 0 = 20146 = 2920 . .
1 = 1 1 = 25136 = 3400 . .
2. () :
3. :
- :
|
|
- :
4.
Δ =Δ+ Δ = 730 . . + (-250 . .) = 480 . .
__________________________________________________________________
:
5. ?
6. ?
7. , .
8. ?
9. ?
10. , .
11. ? ?
12. ?
13. , .
14. ?
15. ?
16. ?