: .
. 2.3.
:
= + + , (2.1)
- , ;
- , ;
- , .
() :
= γ · · . · , . (2.2)
γ , γ = 47,5 ./.;
. , . =1,44;
, = 1,2;
, ./ ;
= ∑ m i ×A i , (2.3)
i=1
i i- , ./;
i = 1/ i, (2.4)
i i - (/3);
m i i - , .
() :
= γ · · . · (2.5)
γ : γ = 467,0 ./.;
. , . = 1,16,
, ./ ; = ∑ m i ×A i, (2.6)
i=1
i i- , ./;
i = 1/ i, (2.7)
i i - (/3);
i , ( ), i 1,..., n;
m i i- , .
() :
= γ ∙ ∙ q ∙ M (2.8)
γ , /, 3 /, 2 /, 4 /;
q , (0,53,0), : 0,5; 0,7; 1,5; 3,0;
, .
, , 2.1.
2.1. -
| , / | , / | ||
| , (. /) | |||
| .. , % | |||
| , % | |||
:
|
|
|
1. ()
1. 1. 2.3 2.4:
= ∑ m i ×A i = ∑ m i / i = 40/0,05+35/ 0,008+25/0,04+10/0,02+15/0,06+ 12/0,012= 7550 .
i=1 i=1
1.2 () 2.2:
= γ · · . · = 47,5×1,2×1,44×7550 = 619704 .
γ = 47,5 ./. = ./ ; . =1,44 = 1,2
2. ()
2.1. 2.6 2.5:
= ∑ m i ×A i = ∑ m i / i =22/0,05+12/ 0,01+450/40+28/0,08+6/0,0001+ 8/0,001=68921,25
i=1 i=1
2.2. () 2.5:
= γ · · . · =467,0 ×1,2×1,16× 68921,25 = 448032234,6
γ = 467,0 ./.; = 1,2 . = 1,16
3. ()
3.1 () 2.8:
()= γ ∙ ∙ q ∙ M = 0,35×3×1,2×3×24000 = 90720 .
γ = 3 / = 1,2 q = 3,0 =24000 .
3.2 () 2.8:
() = γ ∙ ∙ q ∙ M = 0,65×2×1,2×3×24000 =112320 .
γ = 2 / = 1,2 q = 3,0 =24000 .
3.3. ()
= ()+ () =90720 + 112320= 203040 .
4. 2.1:
= + + = 619704+448032234,6 +203040= 448854978,6 .
2.2 -
| , /3 | , /3 | ||
| 0,05 | 0,05 | ||
| 0,1 | 0,008 | ||
| 0,04 | |||
| 0,08 | 0,02 | ||
| 0,0001 | 0,06 | ||
| 0,001 | 0,012 |
2.3-
| , / | ||||||||
| , / | ||||||||
| , (. /) | ||||||||
| .. , % | ||||||||
| , % | ||||||||
.
|
|
|
1. ?
2. (), ?
3. , ?
4. ?
3
