/ | +, (. 4 . 3) | |||
1 | 2 | 3 | 4 | 5 |
, . . | ||||
, . . | ||||
, . . | ||||
( ), . . | ||||
, . . (. 2 + . 3 . 4). | ||||
, . . | ||||
( )1), . . | ||||
, . . (. 5 . 6 + . 7) | ||||
, . . | ||||
, . . | ||||
(. 5 / . 1) | ||||
(. 8 / . 9) | ||||
(. 8 / . 10) | ||||
(. 8 / . 5) |
:
1) , , .
2
2.
2
/ | (+, ) | |||
(1) | ||||
1.1 | , . . | |||
1 | ||||
1.2 | (. 1.1 / . 5) | |||
( II) | ||||
2.1 | , . . | |||
2.2 | ( ), . . | |||
II | ||||
2.3 | , . . (. 2.1 + . 2.2) | |||
2.4 | (. 2.3 / . 5) | |||
(III) | ||||
3.1 | , . . | |||
3.2 | , . . | |||
3.3 | , . . | |||
III | ||||
3.4 | , . . (. 3.1 + . 3.2 + . 3.3) | |||
3.5 | (. 3.4 / . 5) | |||
( IV) | ||||
4.1 | , . . | |||
4.2 | , . . | |||
IV | ||||
4.3 | , . . (. 4.1 + . 4.2) | |||
4.4 | (. 4.3 / . 5) | |||
, . . (. 1.1 + . 2.3 + . 3.4 + . 4.3) |
|
|
3
3 3 .
3
/ | (+, ) | |||
1 | 2 | 3 | 4 | 5 |
1.1 | , . . | |||
1.2 | , . . | |||
1.3 | , . . | |||
1.4 | , . . | |||
1.5 | , . . | |||
2.1 | I , . . | |||
2.2 | II , . . | |||
2.3 | III , . . | |||
2.4 | IV , . . | |||
2.5 | , . . | |||
(. 2.1 / . 1.5) | ||||
() (. 2.1 + . 2.2) / . 1.5) | ||||
(. 2.1 + . 2.2 + . 2.3) / . 1.5) |
4
1 3 4 .
4
2,0 | |||
0,1 | |||
() | 1,0 |
5
5 .
5
/ | , . . | , . . | (+, ), . . | |
() ( ) | ||||
, (. 1 . 2) | ||||
, (. 4 + . 5 + . 6 + . 7 + . 8) | ||||
(. 3 . 9) | ||||
(. 10 . 11) | ||||
(. 10 . 13) |
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