̲Ͳ ² , IJ
ȯ ֲ ̲ Ͳ
Ͳ
Ͳ
6509
ʔ
,
8 17 2012 .
ȯ 2013
6509 ʔ . / . ... .: , 2013. 76 .
: , .
, . . ,
³ . , ,
̲
4
1. 5
2. 7
3. 11
4. 16
5.
21
6. 33
7. 35
8. 41
9. 44
10. 49
11. 54
. 65
ϳ , , , , . , , , , .
, , , , .
1.
1. ³ (. 1). (Y, ) .
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|
1.
1- | |
2- | |
3- | |
4- | |
5- |
( ′ ) ( 0 ) ( ∆). 2:
2.
³ | ||||||
³ | ||||||
: : | : : | : : | : : | : : | : : | : : |
2. , , :
Y= 1 × 2 / 3
:
- Y0 = f (01; 02; 03) = 01 × 02 / 03;
- , () Y′ = f (′1; ′2; ′3) = ′1 × ′2 / ′3;
- ():
Y = f () =
Y = f () =
- , :
∆Y = Y′ - Y0
∆Y(1) = ..
∆Y(2) = ..
∆Y(3) = ..
3. , , :
= 1 × 2 × 3 × 4 ×...× n
:
- Y0 = f (01; 02; 03; ; 0n) = 01 × 02 × 03 × × 0n;
- , ()
Y′ = f (′1; ′2; ′3; ; ′n) = ′1 × ′2 × ′3 × × ′n;
- :
∆1 =
∆2 =
:
∆n = ..
- , :
∆Y = Y′ - Y0
∆Y(1) = f () = ..
∆Y(2) = f () = ..
:
∆Y(n) = f () = ..
4. , , :
= 1 × 2 × 3 × 4 ×...× n
:
- Y0 = f (01; 02; 03; ; 0n) = 01 × 02 × 03 × × 0n;
- , ()
Y′ = f (′1; ′2; ′3; ; ′n) = ′1 × ′2 × ′3 × × ′n;
- :
∆1% =
∆2% =
:
∆n% = ..
- , :
∆Y = Y′ - Y0
∆Y(1) = f () = ..
∆Y(2) = f () = ..
:
∆Y(n) = f () = ..
2.
1. 4.
2. :
1) (. 2.1);
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2) (. 2.2);
3) (. 2.3);
4) (. 2.4);
5) (. 2.5);
6) 2.1 2.5.
2.1
̲ ί ֲ Ѳ в ֲ, . .
20__ . | 20__ . | 20__ . | 20__ . | 20__ . | 20__ . | 20__ . | ||
, % | ||||||||
, % | ||||||||
1 % | ||||||||
2.2
ί ί ֲ Ѳ , . .
³ (+,-) | ||||
% | ||||
: | ||||
- | ||||
- | ||||
, % |
2.3
IJ ί ֲ,
³ (+,-) | ||||
- | % | |||
- | ||||
³ (+,-) | ||||
, % | ||||
- | ||||
³ | ||||
, % | ||||
- | ||||
³ | ||||
, % |
2.4
² ί ֲ ί ² ˲ֲ
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, | 1 , . | , . | ||||
- | - | ³- | ||||
245,00 | ||||||
120,00 | ||||||
350,00 | ||||||
2.5
ֲ˲ֲ ί Ѳί ֲ
20__ . | 20__ . | |||||||
i ∙(2 ni -1) | i ∙(2 ni -1) | |||||||
. . | (i), % | (ni) | . . | (i), % | (ni) | |||
5281,5 | 5769,7 | |||||||
830,0 | 894,7 | |||||||
-- | -- | |||||||
4736,0 | 4992,7 | |||||||
2257,1 | 2490,6 | |||||||
344,2 | 356,9 | |||||||
23686,0 | 24414,8 | |||||||
3482,8 | 4038,0 | |||||||
-- | -- | |||||||