ࡱ> nbcdefghg Z j i h Root Entry::::::: F@tLLo:WordDocument:::::::::::::[  ObjectPool:::::: "O`:L`:L%@2%SummaryInformation@2%@2%(@2%@2%@2m  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_5E q_pQrstuvwxyz{|}~ObjInfoNative !FO Equation Native)*+,-./0 FM|@CompObjNativeIJKLMNOPF`j`PICObj7ghijklmnopF      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNORSTUVWXYZ[\]^`pabcdefghijklmnoqrstuvwxyz{|}~    !"#$%&'),/12345678:=@BCDEFGHIKNQSTUVWXYZ[\^a                 '         ! " # $ % & ( ) * + , - . / 0 1 2 3 4 5 6 8 9 : ; < = > ? @ A B C D G H I J K L M N O P Q R S T U V W X Y ] ^ _ ` a b c e f j F Microsoft Word MSWordDocWord.Document.69qࡱࡱ> nbcdefghg Z j i h  . , . . , , ( . . ... . . ., ... . . ., 1995 .). " " . , , , , - . , , ; ; ; - ; . , (); , - . . . , . , . I. 1.1. "" - , . . "" , : " ", " ", " " . . "" . . , , , , . , ( ); ( ), . . , (. , . , . ., ., ., ., . , . .) . , . , . . , -- , , . . , - - , , , , , , . . - , . . , , . , , . , , , , , . , . , , . . : 1. , ( - ). 2. . 3. . 4. - . 5. . . 1911 . 30- , , , . . , . , . - (), . "" " " , . , . () , . , , , . , - - - . - , - () , , - . - . , . - (), - , , . , - . : - , , . . , . : "" , , , "", . , - : ) ; ) . , (). : (), () . , . -. . , , -, . : () () . , . : ) ; ) . , , , - , , . , . - (), . , . . , . , , . ., . . , , , . . , , , . : ) ; ) ; ) , . : ; , , . - , . , . : ; ; . , , . . . . , . , . , . , , . . . . . . - . , , . , . . , , . , . . , , . , , , , . , . . , . , - , , . ( . . , . . , . .). , , , , . . - , , . : - - - - - - - - , () ; ; ; ; ; ; ; ; . 1. , - , 10 ; ( - ; - ) . . ( ), . , (, , , , , ) , . , ? , , , . , , . , . , . , , , , . () . . , . , , , . 2:    2. - Р- . . 90% . 10 % . - ( ). (). " ", , , . . , . (), (), () (). ( - ) . , . , , , . , , : . 3.         1. : . 2. : , , . 3. : , . 4. : , , . ; ; . 1.2. - - . - , , - . : ; - ; - . . , , , . : , , . , . , , .. , , . , . , , ; . , , , , . : ( ); , , ( ); , , , , ( ); ( , ); . ( ). , : ; ; ; ; . , , , - . - . - , - . - : ; , ( - , , .). - : - ; , - ; (, , .); ; - ; ; ; ( , ); - . . , . . - , , . , , . : ( , , , ); , , , , ; ( , , , , ); , , -, , , ; ( , ); ( , , , ). (), ; , ( ), , ; ( , , - - , .); (, , , ). , . . . , , . . , . . 1. . 2. ? 3. . 4. . 5. ? II. 2.2. , . , (, , ..); , , , , ; , , . . , . . . , ; . ( ). (). : ; ; ( ). () , : 1. ( , , , .); 2. (, , , .); 3. (, , ). : (); ; (). . - () , : ; ; ; ; ; . . . : 1. : . - . . 2. : () 3. : 4. : 5. : , , . . . 20- , " " , , " ". . . , - , . , . . . . . . . , , , , . . . . 2.2. - , , . (, , ), . , (, , ). , - . , , : ()  , ( , , ; , , , . .), . () , , , . , , . , ( ), . () , .  , .- , , , ., ( ). () , ( , , , , , ); , , . . . . . () . , , , . -, , . , , . . 60- . , , . , . , 3 190-200 . - , 20% . 500 . , . , "--" 50 , 99, 100 . "" - 164 ( ) 5 27 . 750 , 70% , 1 9 ; 10% 10 20 . "" "" , . , , "", 9 , 300 . . - , . . -, "". , , , , . , , , . ( 8-10%) , , , . , . , . , , - , , . . . , , . , . : , ; , ; . , . , , , , , , . , , : 1. . 2. . 3. . , , ( ), 39,2% . : 1. 2. . : . . , , , . , . , . 80- , , 500. , , , . . . - . 80%. , -, - , . . - - () , , . , . , , . . - . . , . . , , . , . , , , , . . 20% , 3 , . . - , . , 48 . , : 1. , . , . 2. . , . . - . , . , , , . - . , , . . - "". "" . - - . -, , . - . , , , . 15 , . ( ). 800 , . . , -, , . - , . - () , . . . . ( ) . . -. - , , . . . , .. . , . , . . -. - "" . , . , . . - ( , ); ; ; . -, . . . , - , -. - . - , , , . , , , . . , . , - . . . : ; ; ( ). : , , , , , . , , -. - -; -; -. ? ? ? ? . . ? .. ? . ? III. - () 3.1. - (). , . , , . - , . - . , (, , ). . . , ( ). - . . : (); ; - (); ; ; ; . . : ; ; ; ; ; , ; , ; . . ():  EMBED Equation.2 , , ( )(.); , () (.); , (.) , . , . . . , . , . : 1. . 2. . 3. . 4. . 5. . , . 3.1.      . 3.1. , . 3.2. 1 2.......... N. 3.2. , . . 3.3. 1 2.......... N. 3.3. . (. 3.4). 1 2.......... N () () (). 3.4. . , . , ( ), . (., [ ]). . 3.2. , . , . . : ; ; ( , ); ; , , ; ; ; ; . . , , . , . : " ", -. , , "" " " - . ( . 3.5) , ; , . , "" , . , , . : , . , . , , , , . , , .       . 3.5. - . . , . - . - , , . , , . . , . , - . , , . , . . , . , , - , : . , , . , , . : , . . , , . . , 1960-1970 , . , "" . . . , . , , . . , . , "" " ". , . , , . , . . , , . , . , . , " 360 ". : , , . , , . . , , , , . , , , , . , , . . , , . , . . . , . . , . , , . , , . : " , ". , , , -. , , , . , , . . : " , , ". , , . , , , , . . , , , , . , , , . , , . , . : , "" , . , . . . "". , , . , , , . , , , , . , . 頗 . - , . - , , , . : , , , . - . - , , . . , , "", . . , , . . , . . - . : (i) - . , . , , . - .  EMBED Equation.2  , (3.1) i i- ; - . 2. (i) - :  EMBED Equation.2  , (3.2) i i- ; - . 3. (i) :  EMBED Equation.2  . (3.3) 4. . 3.1. - , . 3.1. 3.1 12345 21903820243032702930 230170310280150 3.1 - . 3.2. 3.2 12345 0,14960,26090,16600,22340,2001 0,20180,14910,27190,24560,1316 1,34870,57151,63831,09960,6574 3.2 . , ( 3.3). 3.3 12345 31452 . , , . , , , (3.3) (3.1) (3.2).  EMBED Equation.2  . , i . 3.3. . , , , . . , , . . , . , , . . [86] . -, . . 堗 , . ( , ) ( ), . , , , . , . . . , , , . , , . ⠗ , , , , , . , , - , . " ", " ". , , . , . , . , . , , . , , , . , , . 3.4. : : - ; . . . : , ? () . , , - , , . , , , , , . , , , , . . 3.2. 5 - , 3.4. 3.4 - 1- 2- 3- 4- 5 , . .4035202541  , . .1 5001 2001 8002 0001 000 i0,02670,02920,01110,01250,0410 : 1. [28] : = (0,0267 + 0,0292 + 0,0111 + 0,0125 + 0,0410) / 5 = 0,0241. 2. [28] : =  EMBED Equation.2  = 0,0213. 3. [28] : = (0,0267 / 2 + 0,0292 + 0,0111 + 0,0125 + 0,0410 / 2) / 4 = 0,0217. 4. : , , ; , . , :  EMBED Equation.2  , ; ; . (). - . ( ). :  EMBED Equation.2  , (3.4) , ; - , [40, 48]:  EMBED Equation.2  , 1 ; i i- ; n n- ; n - . , - . 3.3. , 4- , , 3.5. 3.5 1234 i, . .25301034 i, . .80905070 3.6: 1 = 25 / 80 = 0,31; 2 = 30 / 90 = 0,33; 3 = 10 / 50 = 0,20; 4 = 34 / 70 = 0,49; = (25+30+10+34) / (80+90+50+70) = 0,34; = (0,31/2 + 0,33 + 0,20 + 0,49/2) / 3 = 0,31; = / = 0,34 / 0,31 = 1,096. 3.6 i0,310,330,200,490,340,311,096 3.6 , , . - :  EMBED Equation.2 , - ; = (S i) + ; i i- ; , ; - :  EMBED Equation.2  i i- ; i  i- - ( n- , ); n i- ; k , ; . , , . . : , - : 1. ? 2. ? . , .  EMBED Equation.2  , Y ( ); X , . , : 1 1 = = * * . (3.5) *  , (3.5) (). : 1 = * * ,  ; 1; 2; 1 3. , . , : 1. (X0) (X1) . 2. (Dxi) Dxi = xi1 xi0 , i = 1, ... , n (n ), i0 i- ; i1 i- . 3. DYxi =  EMBED Equation.2  * Dxi *  EMBED Equation.2  , (n ), DY =  EMBED Equation.2 DYxi . 4. DYxi , . 5. , . . : 1. (X0) (X1) . 2. (Dxi) Dxi = xi1 xi0 , i = 1, ... , n (n ), i0 i- ; i1 i- . 3. DYxi =  EMBED Equation.2  * Dxi *  EMBED Equation.2  , (n ), DY =  EMBED Equation.2 DYxi . 4. DYxi , . 5. , . . . 3.4. Y x1, x2, x3, 3.7: 3.7    Y0Y1 1x10x11 2x20x21 3x30x31 DY1 = (11 - 10) * 21 * 31 ; DY2 = 10 * (21 - 20) * 31 ; : DY3 = 10 * 20 * (31 - 30). : DY = Y1 - Y0 = DY1 + DY2 + DY3 . , . 3.5. 3.8: 3.8    1 / 1 ..161 000 000173 000 000 7 500 000 0008 320 000 000 2 1 .. / 1,33E-101,20E-10 0,02410,0212 3 1 / 41,5147,06 0,89110,9786 , 3.9: 1 (173 000 000 - 161 000 000) * 1,20-10 * 47,06 = 0,0679; 2 161 000 000 * (1,20-10 - 1,33-10) * 47,06 = -0,0996; 3 161 000 000 * 1,33-10 * (47,06 - 41,51) = 0,1191; 0,0679 + (-0,0996) + 0,1191 = 0,0874; 0,9786 - 0,8911 = 0,0874. 3.9  1 / 1 ..0,0679 2 1 . . / -0,0996 3 1 / 0,1191 0,0874 0,0874 3.9 , , , , , 2. . . : . - , . . . : 1. - . 2. - , , ( ). . 1. . 2. , , , . . - , . j, :  EMBED Equation.2 , j j; j j: j j = , j j = ( EMBED Equation.2 i ) - j; j = ( EMBED Equation.2 i ) - j; j j, : j = 1:  EMBED Equation.2  ; j = 2, 3, ..., n-1:  EMBED Equation.2  ; j = n:  EMBED Equation.2  ; j : , ( j) , , . , , , j- , , j- . j . , . : 1. ; 2. ; 3. , . 2 ; 4. , ; 5. , . 3.6. 5 , ( 3.10, 3.11): 3.10 12345i, . .4035202541i, . .1 5001 2001 8002 0001 000i0,02670,02920,01110,01250,0410 3.11 12345i, . .3538283240i, . .1 6001 4502 0001 6701 600i0,02190,02620,01400,01920,0250 j, j . 3.12 3.13: 3.12 12345 0,86020,87640,90500,91630,9295       3.13 12345 0,97360,98210,99490,97390,9744       (3.6), (3.7), .  EMBED MSGraph  . 3.6.  EMBED MSGraph  . 3.7. : 5; 3. . - () [131, 132, 133, 135]:  EMBED Equation.2 , i i- (i+1) ; i+1 (i+1)- , i ; (i EMBED Equation.2 i+1) i- (i+1)- ; i = 1, ..., n-1; n . < 1, . , , . ( - , .) . ( ), . , , : () (, , ); ; ; ; ; ; , ; ; , , , ; ; ; ; . . - . . : , , , , . . - , , , . . 1. ? 2. - . 3. ? 4. ? 5. - ? 6. ? 7. ? IV. 4.1. . , . . , , . . ( ) , ( ). . () . , . . . , , . . : . " ". , , , , . , , , "" . . ( , , .). , . . , . , , . . . , , . : ; ( ; ; ); , , . : . . , : 1. 5 . . . 2. ( , , ). , 20% 40 . 3. . , 8 . . 4. ( , .). 5. ( ; ; .). 6. , . , 4000 . . 7. . , , , . 8. - . . . 9. ( , , ..). 10. . , . , : 1. , (, , ). 2. , (, 3- ). ( 10 ), ( 5 ) ( 1 ). . 3. . 4. . : , ; , ; , . . , , , , , . . ( , , ..). : 1. ( ; ..). 2. . 3. - . . - . , . , , , , . . . , , , . , , , . . . :    . 4.1. . :       . 4.2. , . 4.2. , - . : 1. , . . 2. , . " - " . . 3. , . , . ( ) , -. " - ". : 1. . , . 1. . - ( ), ( ). 2. . - ( , ), . 2. . , , , . 1. ( ), ( ). 2. - - (, ). 3. . () , , . , . 1. ( ), ( ). 2. - - ( "" , , , ). 4. . , . 1. ( ), , ( ). 2. . 5. . , , , : , . 1. ( ), . 2. (). 6. . , . 1. ( ), . 2. - (, - . 7. . . . 1. ( ), . 2. -, . 8. . , . 1. , ( , , , , . 2. ( , ). , , , . . , (, ), , , , (). . t1 t3 , , , (. 4.3). ( t1) , , . ( ) , ( , . 4.4). ( t2, , ) ; . . ( ). ( ), , ( t3) , , ( ), .  EMBED Excel.Chart.5 \s  . 4.3. (, , )      : ) t1; ) t2; ) t3. . 4.3 , () ( ). - . ( ) . , , , . - () , , . - . , , , , - , . ( ) , , . : , . , . , , . ( , , .., , ) , .. . - () . , (). : 1. - , (, ..), . 2. , ; , , . . 3. , - , -. , , . , , - , . 4. , . , . . ; , , ( ). 5. , , - , . , , . - . - . , () (, , ..). . , . , , . , . , - ; ; - () , . , , - . . ( , , ) :         . 4.5. , . :     , (), . , ( ), . - . , () . , , , . , / : 4.1. / ,  ,   90%60%30% , 60%40%20% 30%20%10% , 4 : 1. . ? 2. . 3. . , . 4. . , . . : , . . " " ( , , , ..) . , . , , . . , , , . , . , -. 1. ? 2. 3. . 4. . V. 5.1. , , -, -, . , . : ; - ; ( ); , . . . , , ( 10 ) . , , 1, 2 3 . : , ; , ; ( ), ; ( ); , ; , ( ); ( ); , ; . - : , ; (, ..); ; ; ; ( ). : , ; , , ; , ; ; ; ; , , ; ( , , ); ; , ; (; ; , ); ( - ); () ; , , ); ( , , , , ; ; ); ( , , , ). : ; ; - ( ) , ( 4000 ) ; ; ( , , , ); ( ) ; ; ( ), . : , ; ; ; ( , ); . () : , ; , , ; - ; - , , . ; ; , ; ; ; ; ; . : ; ; ; ; ; ; . , , : ; ( , ). . ( VII). 5.2. . - , ( ; ; ; .). , . ; ( ); . , , ; , . ( ) ..., , , ; ; ; ; ; ( , 15); ; . , , , ( , , , , , .). , . , . ( , ""). : , : ( 50% ); ; ; ( ); ; ; ( 20% ). : 4.1. ____________________________________________ ____________ _____________  ..  . . ... 1234   , . .  , . .   ______________________ . ( , , , , , , , , , , , - , (), , , , , , , . . . (, ..). , , , . 5.3. - . , , , , - , . . . , , .. , - . , , , , , , , . , , ; . , - ; ; . - : ; - , - ; . . , , , - . . . , - . , , , , , ; . 1996 . 60 . , , - . - , , . - : ; - ; , , , , - . : , ; (), - . . . - , , . . 41 - . - : ; , , ; ; . . : , (, , .); , (, ), , ; . 77 . - , , , . - , , - . - , , , . - ( ) - . : ; () , , , ; ; - ; ; ( ) ; , , , - . 5.4. . , , , , . , . , , . , , ( ). . . , , ( ), , , , . . , : ("") , , ; ("") , ; -, ( ..). , : ; ; ; ; (, , ); ; . ; , . : ; ; ; ; ; ; . , . , . . : ( ; ..). , . , .. : 1. . 2. ( . : ; ; ; ; . : , ! , ! : ; ; . . :               5.2. . , . , . - , . , , , , , , . . : , , , , , , . . 1. ? 2. . 3. - ? 4. . 5. . 6. ? 7. ? 8. ? 9. ? vi. 6.1. H , , . - , , . , , ; , - - , , , , - - , , . , , -, - , . , , . . . . . - , , , . , , , , , , , . , , , , . . , , . . , . : , , , , ( , ). 10 % . . , , , , .. . , . , , , . . . , ; , .. , - , - , . . - , .. 6.2. - . , . . , , . , , , . , , . , , , . , , ( , - , ), .. (Motivation) , . , . , ( . 50- .): ( ), ; (, ). , , , .. . , , . , -, , 40- . . , . , , , . , . - , (. 7.1).       . 7.1. . ( ) 30-50 % . : , , . , , , , , .. . . , . , . , . . . , , : , , . , , , . , . , . , , . , , . , . , . , , , , . , . , , , , . - . - . . . , , . . , . : . , , . , , , . , , , -. : = f ( () * ). , , . . , , , , . : ( ); ( ); ( ). , , , , , . . . 0 1. , 0, , 1. . . . ( ). . 7.1. . , (0,1). , , . (1), . , , , , , (0,5). , , : = * * , 0,1 * 1,0 * 0,5 = 0,05. , 1, . , , , . , . , , . - , . 6.3. - , , . . , , - , . , . : C , , ( ) ? , ( )? ( )? ( )? ( )? . : ? ( ), . , , . .  ( , ) , ( )  - , , ( )   ( )  , - , , , . . , , , , . (40-45 ), . . . , , ; ; ; .. - . : , .., , . , : ; ; ; .. . , , , . , , . . : 1. , , , . 2. , . 3. (Experience) ( ). 4. (Education) ( , ). 5. (Personal). 6. e (References). 7. . . , , .. , , . Microsoft Word. (, .. ) . , : , . , , . , . . , , , ( ), . , (available upon request). . . , . , , , . : ; ; ; ; . . . . . , : , , . . , . , . . , , . , : , , . . , . . , , . , , . : 1. ( ); 2. (, , . .); 3. (, , ). . , . ( , , , ). , - . , . , . , , . , . . , . , , , . ( ) , . . . , , , , . . . , , . , , , . : , , ; ; . 6.4. () , . , , . , . , , . , . , ( , , , , . .) ( , , . .). , . , , , 20% . . 5 , 40 , 9 6 , . , : , . , , , . : , ( ), . , - , . , , , . , , ( ) ( ). ( ) , . ( , ). : 1. ; 2. ; 3. ( ) (.. , , ). , . . . , (, ). , 8 . (, 10 , 6 , , 40 160 ). . . (, 10 2 , ). , , . . ( ) . , , . , , , , , .. , - , , , . , . , : 1. ; 2. ; 3. . . 1897 . , , . . . . ( ) . . . . . , . 20/80: 20% 80% . 80% 20% . . , . " ": . " ": , , . " ": , . , , . , . . 0,3 / 1 1,7 / 1 - . 1 / 2. 6.5. , , . , : ; ; ; . , . . . : ; () ; . . () , . , - . , , . , ( ; , , . .). ( ), , . , - . - , . ( ) , . : 2-3 . . , . : , , , , , . ( ) , . . , , ; . . . , . . , . , , . . , . , , , . . . . , . , . . , , , . . , . . . . - . , , . , , ( ) , , , , , . : , , . , , , , . . , , ( ). , . -, , . , , ; , , . , , , , . . . , , , . , , (, , . .), . , . : ( , 10% ) , - , , , ( , "" ). . () . . . . 1. ? 2. ? 3. ? 4. ? 5. ? 6. ? 7. ? 8. ? 9. ? 10. ? VII. , 7.1. , . . . , , . - (), (). - : ; ; ; . , , . . - , , . - (). : , , , . , . , , -, - -. () (), . . : ; ; ; . - () . , - , ( , , ..). (, , ) . , ; , . . ( ) ( , ..) , . . . - . , ( ). . , - . . : , ; ; ; ; , , , , , , , . , . - (). 7.2. - - - . 1947 . . , . , , . . . . . (), () (). , - (). . . , (, , . .). , . , , , . , , . . , . , , , . , , . , . . , . , . , , . , , . , . , . , , , . . , . 5-8 . , . , . , . . . , -, . , : , . , . :  EMBED Equation.2 , , ; . , , , . . ( , ). . , . : , , , , , . . , , , . : . , . , , . , . , , , . . , . . , . , . : ; ; ; . . , , , . . , . (, , , , ..). . , . . . : 1. ? 2. ? 3. , ? 4. ? 5. ? 6. ? (-, , ) (, , ). (), () (). , . : 7.1 123456 . .1-2--3---4--- . . , - . , . . : 1. ? 2. ? 3. ? 4. ? 5. ? 6. .. : , ; , ; . , , : ; ; . . . . , (. 7.2.). 7.2. () % %15080230103155455100100 () () . () . , 1,6 (0,80 / 0,50). , () . 1. 1, . , 1, (). (2, 3, 4) : 2 = 0,33; 3 = 0,33; 4 = 1. () , . , . : , , . , , , , . ? . . . , , , . 7.3. . . 7.1.         . 7.1. ; ; ; - ; . . . - , . . , , . : ; ; , ; ; (), , () . : ; . : ; ; ; . : - ( ); , , . , , . , , . , , ; , , . , , , , . . , , , , , , . . . . , - . , , . . , , , , , , . , . - , . : ; ; - ; , . , . ; , , . (, , , , ). , . - , . . , - . : , -; , . . :             . 7.2. : , , , . . , - . . , , . . . . . , , , ; ; . . . . . , , . . . . , . , , . , . , . . . , , . . . , , . , , , , . (), , , . : ; ; ; . , : , ; ; , . , , ; , , , . , . : ; , , . , , . : ; . , - . . , . - . . 7.4. . . . , , . , . . . (-, ) (), . : ; ; . . , , . - . . , . , , , , . - . , - . , . , , , - . . - - . - , . - . - , . , . , . , , : , , , . , , . , , - . . . , ( ). , , - . , . : , ; ; ; , , , , , , . . , , , . . : , ; , ; , ; ; , . . . , , . . , , , . , , - ( , , , , ), - . . , . . . . , , (), () . , - . (), , , , . , , , . : ; ( ). , , , . : , ; ; ; . , , , . . , ( ). . , , ( , ..); (, ); , ; , . , . , . : ; , . . : , , ; , ; , . . . - . . . , , . ( ). :   : . . . . , , . " ". , ( N) n ( 20). ( EMBED Equation.2 ) (W) ( EMBED Equation.2 2):  EMBED Equation.2 ;  EMBED Equation.2 ;  EMBED Equation.2 , (m , . .);  EMBED Equation.2 . n-1 (r) .  , , . , ( EMBED Equation.2 2). (t - ). n t - . :  EMBED Equation.2   EMBED Equation.2   EMBED Equation.2 , t . 6.1. 10 100 . 2 ( ). : W = 0,2. s2 = W * (1 - W) = 0,2 * 0,8 = 0,16. (s =  EMBED Equation.2 ) = 0,4.  EMBED Equation.2 . , :  EMBED Equation.2  = 0,2  EMBED Equation.2 0,133.  EMBED Equation.2 . ( ) , S(t) = 0, 858. , . . , . . , . : 1. : R1 R0 ; 1 0 ; 1 0 . 2. : V1 V0 ; W1 W0 . 3. : 1 0 . . , , . . h1 ; h2 ; h3 ; h . h = |h1| + |h2| + ... + |hn| :  EMBED Equation.2 ;  EMBED Equation.2 ;  EMBED Equation.2 . - . . , - . 6.2. ( h1 = 1,1; h2 =2,4; h3 = 3,4. , |1,1 + 2,4 + 3,4| 6,9 . , , , . |x - 3| > ts, . , , , . , . , , - . , . . : , . - , . . . N . , . : P(t) ; q(t) [q(t) = 1 - P(t)]; b(t) ; l(t) ; . . : P(t) = p(t1 > t.), t1 ; t. . . , : ( t = 0) (0) = 1, t EMBED Equation.2  (t) . :  EMBED Equation.2 , n(t) , ; N0 , . , n(t) = N(t) - (Nt + Dt), Nt , Dt . :  EMBED Equation.2 , n(t) , ;  EMBED Equation.2  . . . , . , , . . , , , , . . [] . . . . . ( ) . , ( ). , (S = 3; 2; 1; 0; -1; -2; -3). . : ; ; ; ; ; ; . , . (W):  EMBED Equation.2 , m N S . 6.3. . : R1R2R3R4  12328643125121441233749153213169214286448490  EMBED Equation.2 .  EMBED Equation.2   EMBED Equation.2 . 0,3 < W ; 0,3 < W < 0,7 ; W > 0,7 . . - - , . , - , -. . - , : ; ; . , . -, . , . . , , . - (), - . . . . (-, .) . . 1. . 2. . 3. - ? 4. ? 5. . 6. . 7. . 8. . VIII. 8.1. "" . ("") , , , , . , , "" () . , () , (, , , , , , , ), (, , , , , , . .). , , , , , , . . . , , , , , , . ., . . : ; ; ( , , ); ; ; ; ; ; ; ... , , , , , , () . , . , , . . . , , ( , ), (). . : () () , ; () , ; "" "" , . (, ), (), . , , : (); (); (). , , ( 8.1).     8.1. "" (, ) (, ) , . , . 8.1.  :;;; . :;; ;- ;  : ; ; ; . 8.2.  : ; ; ; . :, ; ; ; :;;; . - () . , . : ; ; ; ; ; ; (). , . . (, , , ), , , , . , , , , , , , . (), (, , , ). . : ; ; ; , ; ; , , , ; ; . , . - . , " ", " ", " " . , : () . () , , , . () () . - , , , (, , , , ...). , , , , . : ) , ; ) , . . "" . (. 8.2), .                   . 8.2. , - , . , , , . , , . , . : - ; ; ; ; ; (..., ..., ...); ; . . , . , , , , , . , . , , , (, , ). , , , , . . , (. 8.3): ( ) ( , , . .).      . 8.3. . 1 . 2 . 3 . 4 .  EMBED Equation.2  .  EMBED Equation.2  . . 8.2. , , . . (.8.4).         . 8.4. , . , , : ; ; ; ; ; ; , ( , , ). , , . . , . , , , . , , - , . . , . , , . . . , . , (. 8.1). "" , , , . : , , ; ; , , ; ; : , , , , , , , . 8.1.  1. , 2. , , 3. , , , 4. , , 5. , , -6. , , 7. , , 8. ,  : ; , ; ; ; . , , . , , . , , , , . , . , . , . , , , (, , ) . () . , - . : ; ... , , ; , , ; ; ; . , . 1992-1995 . , - - , . , - , ( ), , , . , , , : , , ; (), ; (, ); ; ; ; (, ); . , . , : ) , . . , ; ) , . . , . () , . - (, , ). ( ) () (, , , , .). . 8.3. . : ; ; ; ; ; ; . . . , . , . , , 40% , 35% , 25% . , , , . 35-45%, 10-15%, 5-8%, 30-36%. " ", , - . "" , , . - . 1. , , , , , . . 2. (, , , , , , , . .). 3. ..., ... , 65-85%, 10-12%, 11%. 4. , , 2-3 . 5. , . , . , , , , , - , . , , , , , , () . . , , , , , . , , . , , . , , , . , . , " ". , , , "- ". . , , , , . , , , . , - , . , . (, , ) . , ( , , ). , , (, , , , ). " ", (, ). " " - . , , , . . , . - : , ; , . , , (. . , ) . . , , : (, , , , .); (, , , , , , .); (, , , , , , ..). , , , , , , , , , . . , , , . , . . , , . . , , . "" , . - . , , . , , , , . . . . . - , , , , . 8.4. , , , , . . , , . , . , (, , , , ). , , , , , , , . : , , , , , , , , , , , . : , , , , , , . : -, -, -, -, , , . , , . , . , , . , , . , . , . , - . , , , , , , , , . . . XIX 9 9 . (1 . = 7000 ). 3-4 . : (, , ); , ; ; . - , , , , , , , , . , - , , . , . - () , ..., ... . , , . . 8.6. . , , (. 8.7). (hM):  EMBED Equation.2 (. / ), ; , ; = 8760 . ;  EMBED Equation.2  ( EMBED Equation.2 ). : ) (), , , , ; ) () , , , ; ) .     . 8.6. , , " " (. 28- 3.04.96 .). , . : ; ; , ; , , , ; -, , , , , , ; , ; - , .   . 8.7. ) , , ; ) D , I, II , D = II - I. . , , . , . 1,5 , . , , . , , . . 8.8. , , , , . . 500 . . ., : 150-180, - 100, 50-60, 45-50, 150-160. 2000 190-250 . . ., 30-35 . . , 25-30 . , 130-170 . - 200-250 . , . 10-15% - , 20-25% , . 2000 55-70 . . ., . - : - , 380 280 . 10-15% , , .           1  2             1 2 . 8.8. , 25-28 . . ., , 1% . . 7-9 . . ., 5-6 . . . , 12-15 . . . , , , , , , . 30%, 20%. (53%) , . 2000 20 . . . , , , . - 36-49 . . . , (13-18 . . .), (7-9), - , (8-10 . . .), . 5-6 , , 10% . , , 25-30 . . . 2000 , , . , , , . , , , , 25-30% . . (25-30 . . .) , : (7-9); (64); (8-11 . . .). 13-17 . . ., . . . , . . 1. . 2. . 3. . 4. . 5. ? 6. ? IX. - 9.1. . . . , . , , . , . . , . : , , . , , . , , .. - . , , , . , , . . . . . 9.1.   . 9.1. ; . , (, . .). , , . , , , , . , 4000 .., 2000 .., 2 . , (n) :  EMBED Equation.2 . , ; ; . , , , , , , . , 10% . , 10% . , . , . . ( ) , ( ). , , , . , . (. 9.1.), . . () . 9.1.    . . () . . () . 2 / . 1 . . () . . () . 5 / . 4122 00041 8001,934 00059 5001,75218 00032 4001,830 00057 0001,9  40 000 72 400 1,86 64 000 116 500 1,82 , , 8,6% (1,9 / 1,75 = 1,086), (1,8 / 1,9 = 0,947), . . 9,5%. . R R. , . 4.1. : RA = / ; R = / .  EMBED Equation.2 ; EMBED Equation.2  (9.1)  EMBED Equation.2   EMBED Equation.2  . :  EMBED Equation.2  (9.2.) .  EMBED Equation.2 . , (Ri) ( EMBED Equation.2 ). , ( EMBED Equation.2 ) . :  EMBED Equation.2 . (9.3) :  EMBED Equation.2 . (9.4)  EMBED Equation.2 , (9.5)  EMBED Equation.2 . (9.6) . 9.2. 9.2.   RI x diRAIdiRAI x diRIdiRI x di11,90,551,0451,750,530,9270,96221,80,450,811,900,470,8230,855  EMBED Equation.2 1,00 EMBED Equation.2  EMBED Equation.2 1,00 EMBED Equation.2 1,82 ( EMBED Equation.2 ) 1,22. , . . ( ) ( = 1). , , , (R1 - R) 0,04 , [(+0,04)*40000] 1600 . . . , - , .. . , . 9.2. , , - , . - . : 1. () . 2. . 3. . 4. , . . , - , . : -, . "" , (. . 9.2).   EMBED Word.Picture.6  . 9.2. -, , , : , , , ; , ; . : , (, ); , , (, , ); , (, ). . (, , ) - (-, , ), ( ), .. . 9.3. , . : ; ; ; ; ; ( ) ; , , . 20 , . : 61-4452 375 . . . 1994 . 20 . . : 1. (. 9.3) 9.3. 51, 1994. , .. , , .3556036051370353752545920 2. . , , , . 9.3 (. 9.3)  EMBED Excel.Chart.5 \s  . 9.3. 51 1994. , , , - . . 3. . : Q(C)i = a - b * Pi Q(C) i- (i=1, 2, ..., k); Pi - i- . , -, , . , , . , , , , , . , , . . , . . , . . . , , 1 2 Q1 Q2 (. 9.4).          . 9.4. , , DD D1D1 , 1 Q1 Q3, 2 Q2 Q4. , . . . , , , . , -, , , , . . -, , . , , , , .. . -, , . , . . , . , , . , , , , - , , , . 9.4. , , , . , , , . , , , , , (. 9.4). , - . 1. , . , . . 2. (, , ..) . , . 3. . , , : . 4. , , , . , , , , . 5. , , . -, . 6. - , , , . 7. , , , , . . , , . 8. (). , , , . 9. , . . , . 10. , , , , . . , , , . 11. - , , (, ..), , . 12. - . , , , . - , , . , , . , , , , -. 13. : . - -. , , , ( , ..) , (). , , () - . 1. , , , , - , , - . - - - . . , . . , . 2. , - . - , - , , .. . 3. , . , , , - , .. . 4. , , . , , , . 5. . , . , - , - , . 6. . , , , , . 7. , , , , , , . 8. , , , , , , . 9. , : , . , - . ( ). 10. , . , -. .. - . 11. , , , , , , , , - . , . , , . 9.4. /  I1 2 3 4  5  6 - 7 8  9 10 11 1213 14 II1 2 3 4 5 6 7 8 9 10 11 9.5. . , , .. . . , , . , . : 1. , . -; 2. , ; 3. - ; 4. , - . - , . - . . : 1. : , . , , , . , , - () . : , , , -. : , , ; -; ; , . . 2. . : , () , . , , , . , , , , , . , . , , , -. . : , , , .. , , , - . , , . 3. . . - . , : - . , ; - , . , , . , , , . , ; , , , , , . , . 4. . - , , , . . . , . 5. , , .. . 6. , . , , . - , , , . , , . 7. . , . , . , , , . , , , . , . , , . . , . , . 9.6. , , . - , . , , , , , . , , (. 9.5). , , . , , (. 9.6). , (3) (n) . 3 >n , , , P3 0, i- j-, .. i- j- . Eji < 0 . j- i- . Eji = 0, i- j- . - . , . - , : , , , . , , - : , (, ) . 9.8, . 9.9, - . 9.10. 9.8.    . . %   .2. . % .4. . % . 6. . % . 8123456789  9.9. /        ........ . % .13. . % . 3. . % . 5. . % . 7. . % . 9. . % . 111234567891011121314 : 9.10  /   ......... . . % . 3. . % . 5. . % . 7. . % . 9. . % . 11123456789101112 1.1.. 1.2. - ( - : -    : (. . 9.4). . . , , % ( . 9.9) - ( ), . 9.8, 9.9, 9.10. , , , , , , . , , , , . , - . . . , - , . . . , , , . : , , , , , , . , . 1. ? 2. ? 3. . 4. ? 5. ? 6. ? X. 10.1. , . . , , . , , . , , , . , : ; ; . . , . . , , , , . , . , . , . . , , . , . . , , , . . : 1. , , . 2. . 3. , . 4. - . , , , , . : , . 8 15 . , . . , . , . . , . , . , - , . - , , . () (). : 5 ; 4 ; 3 ; 2 ; 1 . , . . , : ; , , ; ( ). ( ). : 1. (, ); 2. (, ); 3. ( : ; ; ); 4. (: ; ; - ). 5. ( ; ; ). ( () ); . , , ; ; ; ; . - : ; ; . . . : ; ; , . . . ( , ). : R = r1 + r2 + r3 R ; r1 ; r2 ; r3 r1 r2. R 2 13. r1 , ; ; . r2 ; ; , ; , . , r1 2 , 5 . , . , 1995 , , , . - - , . , . , , . , , . , . . . 1995-1996 . , . . : ; , ; ; ; . , 1996 . () , ( ), . . . , ( ), . . . 10.2. . , , , . , , . : , (, ..); ; ; , . . . , . , , ; , . . , . 1:10:100:1000, - , 10, 100, 1000 - . . . - , . , , . , , . . , . , , . , , , . . , , , , . , : , , . , , . . 1 . , 10% , 1,1 . - , 1,0 . . . :  EMBED Equation.2 , (10.1) i , ( ; tp ( ); t , . tp=0  EMBED Equation.2 . (10.2) i . : 20 . , 4 . 8% . :  EMBED Equation.2 . , , , , . , , , . . . (t), . , . . 10.1. 480 . . 3- 160 . . 10% (i). :  EMBED Equation.2 ;  EMBED Equation.2 ;  EMBED Equation.2 . , : (160 * 0,909) + (160 * 0,826) + (160 * 0,751) = 398 . . . , , : (398 - 480) = -82 . . (W). 10.1. , 1%10%15%20%25%30%35%40%10,9900,9090,8700,8330,8000,7690,7410,71420,9800,8260,7560,6940,6400,5920,5490,51030,9710,7510,6580,5790,5120,4550,4060,36440,9610,6830,5520,4820,4100,3500,3010,26050,9510,6210,4970,4020,3280,2690,2230,18660,9420,5640,4320,3350,2620,2070,1650,13370,9330,5130,3760,2790,2100,1590,1220,09580,9230,4670,3270,2330,1680,1230,0910,06890,9140,4240,2840,1940,1340,0940,0670,048100,9050,3860,2470,1620,1070,0730,0500,035130,8790,2900,1630,0930,0550,0330,0200,013 , , . ( 10.1.) . , . , . , - . , . , . - , ( ) . () . , 9%, 5% , 4% (9 - 5). ( ) : , . , . : , . , , . - . : (); (); (); (R). , , . . , , . , , , . , , . , . , 15-20%. (R) . (benefit - cost ratio). (profitabiliti index). . ( , , 7-12/47 31 1994 . . 10.1.      . 10.1. :  EMBED Equation.2  ( ), (10.3)  EMBED Equation.2  ( ), () ; , . . . i = i + i = min, i ; i () ; - ; i . , , , - , , , , , ( ). . . . i, R. , : i = i + i * i = min (10.4) i = i + R * i = min. , , , . :  EMBED Equation.2 , (10.5) 1 2 ; 1 2 . = 1 / . , . , <. . , . . : =  EMBED Equation.2 . (10.6) , . >, , , , , . , , . : ; ; . . 10.1. . . 123, . .225002760019700 , . .136001470013700 , . .70011002500 . , : + , ; ; , 0,1 1 (13600 * 700) + 0,1 * 22500 = 11770 . . 2 (14700 * 1100) + 0,1 * 27600 = 18930 . . 3 (13700 * 2500) + 0,1 * 19700 = 36220 . . : 1 , . : 1. ( ). 2. . 3. . . , , . , . , , . . . , , , . . . : 1. . 2. ( , .). . , , . . , , . , , () . . , , . : ; ; . , , . , . : 1. . 2. . 3. . 4. . 5. . 6. . 7. . : 1. . 2. . 3. . 4. . 5. . 6. . , . , . , : , ; . () (). , , , . 1. ? 2. ? 3. ? 4. ? 5. ? 6. ? 7. ? 8. ? 9. ? 10. ? 11. . 12. ? 13. ? 14. ? I. 11.1. . . . . (. 11.1): 11.1. , 1.  , 2. -, , , , 3.  4.  5.  , , ( ), .  , . , : ; ; ; . , () .  EMBED Equation.2  , . , , : - . , , , , . , , . () , , . 11.2. : 1. . 2. . 3. . 4. . 1. , , , .  EMBED Equation.2 , (11.1) ; t t- ; t t- ; at ( ). , : , , . 2. Jr. - , , . , , . . . : , . . :  EMBED Equation.2 , (11.2) JR j j Kt t. , , - , . : . , , JR>1, . JR>1 . JR<1 . , . 3. , . .  EMBED Equation.2 ,  EMBED Equation.2  , , . : . , . . , 15-20%. , , , . . , . , , . , , , . . , . . 11.2 , % , % 40,012,040,015,0 20,0-100,0 , min , (12 * 40 + 15 * 40) = 10,8% 0,011. 4. . , , . , . , . , - . , , . .  EMBED Equation.2 , (11.3) ; . . 11.1. . , .  123456 - 142601581216662187502625028750 - 996423310213181401839620148 10%0,90910,82640,75130,6830,62090,5645 : , 6 1. = (14260 * 0,9091) + (15812 * 0,8264) + (16662 * 0,7513) + (18750 * 0,6830) + (26250 * 0,6209) + (28750 * 0,5645) = 12963,8 + 13067,0 + 12518,22 + 12806,3 + 16298,6 + 16229,4 = 83883,3 . . 2. = (996 * 0,9091) + (4233 * 0,8264) + (10213 * 0,7513) + (18140 * 0,6830) + 18396 * 0,6209) + (20148 * 0,5645) = 905,5 + 3498 ,2 + 7673 + 12389,6 + 11422 + 11373,5 = 47261,8 .. 3. =  EMBED Equation.2 . , 36621,5 = (83883,3 - 47261,8).  EMBED Equation.2 .  EMBED Equation.2  . / . 11.2. .    . 300 . .22588 ( ) . .8444 () . : () : = - . = 22588 - 8444 = 14144 . . 11.3. . , .  (), . . , . .1446,5640,22750,6977,531250,01475,5 .  EMBED Equation.2 .  EMBED Equation.2 .  EMBED Equation.2 .  EMBED Equation.2 . . , -, , , . . () . 1. . 2. ? 3. . 4. , ? 5. . 6. ? 7. ? II. 12.1. , , , , , . , (, -). . . , , 1967 . . (. 44). : ; ; ; ; , ; ; . . , . . , . , . , , . (, ). - , , . . , , , , , . . - . , : ( - ) - , ( ) . , , .. . . , . , . , , . , , . , . , . : ; ; ; , , ; , , ; . , ( ). - (, ), , , , , , , . - , . - , , , , , ; ; , ., , , , , . . - . - () . , , , . , . , , ( 12.1). , , , . , , , , .               . 12.1. , . 12.2 - - , . , . , . . -, . , -. , -. -. , , , .. . , . . , () , . , - , (). () : ; , , ; , ; ; - . ; , , , ; , , . . () (), () (). (, , ). . , , . . (, -, ), . . , - , , , - , . (). , , , - . () (), , - , . , . - , , . ( , .). , , , -, . . : , ( , ); , , , ( ; ; ; ). () ( ) (, , ). : ; ; ; (, , . .). , , , , . , . 2 10 %. 3-5%. . : ( , ); ( ); . (, 50% ; 40% - ; 10% - ). . , , . 5-10 . , -, . , , : ; ; . , ( , ..). , . , , . , . . . , . . , , . . , . , , . : , ; , . ,-. (-) : ; - , ; (-) , ; (-) ; , . - . : Rs =  EMBED Equation.2 , (12.1) Rs % ; R ; S . : ; ; . , , -. . - , , , . - - . . , . . - , :  EMBED Equation.2 , (12.2) ; N , ; N , . , , . , - . . - . , . 12.3. . ( ) : ; ; ; . . : ; ; . : ; ; ; . . () . , ( ). . 1,5% . - , , , , , . , , 96 " ". , , : - ; ; , ; . . , , . () (i) :  EMBED Equation.2 . (12.3) . 12.1. 2 200 . ., 2 160 . . 200 250. 0 = 2 200 * 200 = 440 000 . . 1 = 2 160 * 250 = 540 000 . . 10.3 , i , ni (). , . , . , :  EMBED Equation.2 ,  EMBED Equation.2 . (12.4)  EMBED Equation.2 ,  EMBED Equation.2 . (D = 540 000 - 440 000) 100 000 . . ( ) 40 000 . :  EMBED Equation.2 , ( ),  EMBED Equation.2 . (12.5) (2 160 - 2 200) * 250 = - 10 000 . . ( ) 50. :  EMBED Equation.2 , ( ) (12.6)  EMBED Equation.2 . :  EMBED Equation.2 . . ,  EMBED Equation.2 .  EMBED Equation.2 . 100 000 . . 40 . . 10 000 . . , 50 110 000 . . : D = (- 10 000) + (110 000) = 100 000 . . , . 12.1. 12.1 , . .    , n0 , 0 ,  EMBED Equation.2  , n1 , 1 ,  EMBED Equation.2 1120193 6001 613200351 0001755280246 4003 08050189 0003780200440 0002 200250540 0002 160 :  EMBED Equation.2  98%,  EMBED Equation.2  , 2% 40 . . (i) () i-  EMBED Equation.2 . , . ( EMBED Equation.2 ) :  EMBED Equation.2 . (12.8) ( EMBED Equation.2 ), ( EMBED Equation.2 ) ( EMBED Equation.2 ). 12.2 ( 12.1). 12.2     ,  EMBED Equation.2  ,  EMBED Equation.2  ,  EMBED Equation.2  ,  EMBED Equation.2  EMBED Equation.2  EMBED Equation.2  EMBED Equation.2 116130,617550,896814041290230800,437800,2123275661622001,021601,0220021601906 , 1 3 5 6, . :  EMBED Equation.2  113,3%. 254 . . , . :  EMBED Equation.2   EMBED Equation.2 . :  EMBED Equation.2  86,6%. , 294 . . , (+ 254) + (- 294) = - 40 . . , , - , . , , , . , : ; ; , ; , ; ; ( ); ( ); ; . - : ; ; . : ; ; ; , ; ; ; ;  EMBED Equation.2  ;  EMBED Equation.2  ; . : ; ; ; ; . ( EMBED Equation.2 ). :  EMBED Equation.2 , (12.8)  EMBED Equation.2   , ; EMBED Equation.2   , ; EMBED Equation.2   . , . , , :  EMBED Equation.2  (12.9)  EMBED Equation.2   . :  EMBED Equation.2 , (12.10)  EMBED Equation.2   ; EMBED Equation.2    , " ". . :  EMBED Equation.2 , (12.11)  EMBED Equation.2   ( ); EMBED Equation.2  ; N ;  EMBED Equation.2    ( EMBED Equation.2 ). (12.12) :  EMBED Equation.2 , (12.12)  EMBED Equation.2  . (12.13) :  EMBED Equation.2 , (12.13)  EMBED Equation.2  ;  EMBED Equation.2  ;  EMBED Equation.2   ; EMBED Equation.2   . 12.13. . ( ) , . , ( "", "", "") = * * . (Iy):  EMBED Equation.2 . : D = 1 * 1 * 1 - 0 * 0 * 0. : 1. "" . "" "" "",  EMBED Equation.2 , D = (1 - a0) * 1 * 1. 2. . , ""  EMBED Equation.2 , D = a0 * (1 - 0) * 1. 3.  EMBED Equation.2 , D = a0 * 0 * (1 - 0).  EMBED Equation.2 . : Dy = Da + D + D. []. 12.13 ( . 12.3).  EMBED Equation.2  100,3%. 0,3%, : D = 12090 - 12050 = 40 . . ( ""):  EMBED Equation.2 . (. 12.4) 1,043 104,3%. : D = (1 - a0) * 1 * 1 * 1 * 1. (0,27) * 2,26 * 0,31 * 0,465 * 26 000 = 2 286,97. ( ""):  EMBED Equation.2 . D = a0 * (1 - 0) * 1 * 1 * 1 = 0,625 * (0,22) * 0,31 * 0,465 * 26 000 = 515,33. 12.3 ( , . .)   1 ( )16 36518 5482 25 00026 0003 8 0008 2004 10 20011 877 . 12.3 , (. 12.4). , ( )  EMBED Equation.2  +16,5%. D = +1 677 . . 12.4 ,      1 (/)0,6250,652+0,0271,0432 2,042,26+0,221,1083 0,320,31-0,010,9694 R = * * 5 , . .25 00026 000+1 0001,0406 , . . = ***10 20011 877+ 1 6771,165 ( ""):  EMBED Equation.2  D = (1 - a0) * 1 * 1 * 1 = (+0,027) * 2,26 * 0,31 * 26 000 = 491,82. ( ""):  EMBED Equation.2  D = a0 * (1 - 0) * 1 * 1 = 0,625 * (+0,22) * 0,31 * 26 000 = 1 108,25. ( ""):  EMBED Equation.2  D = a0 * 0 * (1 - 0) * 1 = 0,625 * 2,04 * (-0,01) * 26 000 = -331,5. ( ""):  EMBED Equation.2  D = a0 * 0 * 0 * (1 - 0) = 0,625 * 2,04 * 0,34 * 1 000 = 408. : Iy = 1,043 * 1,108 * 0,969 * 1,040 = 1,165 (. 12.4, 4). Dy = 498,82 + 1 108,25 - 331,5 + 408 = + 1 673,6, . 3, . 12.4, . . , " ". . , . . "-" , , , , , , . "-" . . , . , , , . . . 1. . 2. . 3. . 4. . 5. ? 6. "-". 7. ? 8. ? 9. ? 10. . 11. "" ""? 12. ("")? 13. ? 14. ? 15. ""? 16. ? 17. . 18. ? 19. ? 20. ? .. , . , 1971. ., . - , , 1990. ., . , ., 1989. .. - , . -, 1993. .. : , . , 1993. ., .. , ., 1993. .. : , . , 1997. (, , ). . .., . - , 1991. , - . , . , 1989. .., .. . . . . ... .. .., , 1995. .., .. , . , 1991. .. . , . , 1993. .. , . , 1990. . .. , , 1992., 3. . . ...,. .., ...,. .., . -, 1995. .., ., . . . . ., 1992. , . , 1990. .., .. : , , , . 1 2, . , 1993. .. , . , 1995. . . , .. . ., . , 1990. - . . ..., . .., . , 1989. . . . .., . , 1996. .., .. - ( ), . , 1990. .. : ( ), . , 1989. . . . . . , 1990. .. , . , 1990. . . . . 1996. .. - , , 1982. . - , . , 1989. . . . . , . , , 1995. . , . , 1992. . , . , 1982. ( ). . .. , ., 1993. . . . .., . , 1996. .. / - . . , 1991.  TOC \o "1-2"   GOTOBUTTON _Toc380221589  PAGEREF _Toc380221589 3 I.  GOTOBUTTON _Toc380221635  PAGEREF _Toc380221635 6 1.1.  GOTOBUTTON _Toc380221636  PAGEREF _Toc380221636 6 1.2. -  GOTOBUTTON _Toc380221637  PAGEREF _Toc380221637 17  GOTOBUTTON _Toc380221638  PAGEREF _Toc380221638 21  GOTOBUTTON _Toc380221639  PAGEREF _Toc380221639 22 II.  GOTOBUTTON _Toc380221640  PAGEREF _Toc380221640 23 2.2.  GOTOBUTTON _Toc380221641  PAGEREF _Toc380221641 23 2.2.  GOTOBUTTON _Toc380221642  PAGEREF _Toc380221642 26  GOTOBUTTON _Toc380221643  PAGEREF _Toc380221643 37  GOTOBUTTON _Toc380221644  PAGEREF _Toc380221644 37 III. - ()  GOTOBUTTON _Toc380221645  PAGEREF _Toc380221645 39 3.1.  GOTOBUTTON _Toc380221646  PAGEREF _Toc380221646 39 3.2.  GOTOBUTTON _Toc380221647  PAGEREF _Toc380221647 43 3.3.  GOTOBUTTON _Toc380221648  PAGEREF _Toc380221648 54 3.4.  GOTOBUTTON _Toc380221649  PAGEREF _Toc380221649 56  GOTOBUTTON _Toc380221650  PAGEREF _Toc380221650 72  GOTOBUTTON _Toc380221651  PAGEREF _Toc380221651 73 IV.  GOTOBUTTON _Toc380221652  PAGEREF _Toc380221652 74 4.1.  GOTOBUTTON _Toc380221653  PAGEREF _Toc380221653 74 4.2.  GOTOBUTTON _Toc380221654  PAGEREF _Toc380221654 79  GOTOBUTTON _Toc380221655  PAGEREF _Toc380221655 91  GOTOBUTTON _Toc380221656  PAGEREF _Toc380221656 91 V.  GOTOBUTTON _Toc380221657  PAGEREF _Toc380221657 92 5.1.  GOTOBUTTON _Toc380221658  PAGEREF _Toc380221658 92 5.2.  GOTOBUTTON _Toc380221659  PAGEREF _Toc380221659 96 5.3.  GOTOBUTTON _Toc380221660  PAGEREF _Toc380221660 99 5.4.  GOTOBUTTON _Toc380221661  PAGEREF _Toc380221661 104  GOTOBUTTON _Toc380221662  PAGEREF _Toc380221662 107  GOTOBUTTON _Toc380221663  PAGEREF _Toc380221663 108 VI.  GOTOBUTTON _Toc380221664  PAGEREF _Toc380221664 109 6.1.  GOTOBUTTON _Toc380221665  PAGEREF _Toc380221665 109 6.2.  GOTOBUTTON _Toc380221666  PAGEREF _Toc380221666 111 6.3.  GOTOBUTTON _Toc380221667  PAGEREF _Toc380221667 118 6.4. ()  GOTOBUTTON _Toc380221668  PAGEREF _Toc380221668 126 6.5.  GOTOBUTTON _Toc380221669  PAGEREF _Toc380221669 130  GOTOBUTTON _Toc380221670  PAGEREF _Toc380221670 134  GOTOBUTTON _Toc380221671  PAGEREF _Toc380221671 135 VII. ,  GOTOBUTTON _Toc380221672  PAGEREF _Toc380221672 137 7.1.  GOTOBUTTON _Toc380221673  PAGEREF _Toc380221673 137 7.2. -  GOTOBUTTON _Toc380221674  PAGEREF _Toc380221674 140 7.3.  GOTOBUTTON _Toc380221675  PAGEREF _Toc380221675 149 7.4.  GOTOBUTTON _Toc380221676  PAGEREF _Toc380221676 157  GOTOBUTTON _Toc380221677  PAGEREF _Toc380221677 173  GOTOBUTTON _Toc380221678  PAGEREF _Toc380221678 174 VIII.  GOTOBUTTON _Toc380221679  PAGEREF _Toc380221679 175 8.1.  GOTOBUTTON _Toc380221680  PAGEREF _Toc380221680 175 8.2.  GOTOBUTTON _Toc380221681  PAGEREF _Toc380221681 185 8.3.  GOTOBUTTON _Toc380221682  PAGEREF _Toc380221682 190 8.4.  GOTOBUTTON _Toc380221683  PAGEREF _Toc380221683 197  GOTOBUTTON _Toc380221684  PAGEREF _Toc380221684 208  GOTOBUTTON _Toc380221685  PAGEREF _Toc380221685 208 IX. -  GOTOBUTTON _Toc380221686  PAGEREF _Toc380221686 209 9.1.  GOTOBUTTON _Toc380221687  PAGEREF _Toc380221687 209 9.2. , ,  GOTOBUTTON _Toc380221688  PAGEREF _Toc380221688 214 9.3.  GOTOBUTTON _Toc380221689  PAGEREF _Toc380221689 216 9.4.  GOTOBUTTON _Toc380221690  PAGEREF _Toc380221690 221 9.5.  GOTOBUTTON _Toc380221691  PAGEREF _Toc380221691 228 9.6.  GOTOBUTTON _Toc380221692  PAGEREF _Toc380221692 233  GOTOBUTTON _Toc380221693  PAGEREF _Toc380221693 241  GOTOBUTTON _Toc380221694  PAGEREF _Toc380221694 242 X.  GOTOBUTTON _Toc380221695  PAGEREF _Toc380221695 243 10.1.  GOTOBUTTON _Toc380221696  PAGEREF _Toc380221696 243 10.2.  GOTOBUTTON _Toc380221697  PAGEREF _Toc380221697 251  GOTOBUTTON _Toc380221698  PAGEREF _Toc380221698 265  GOTOBUTTON _Toc380221699  PAGEREF _Toc380221699 265 I.  GOTOBUTTON _Toc380221700  PAGEREF _Toc380221700 267 11.1.  GOTOBUTTON _Toc380221701  PAGEREF _Toc380221701 267 11.2.  GOTOBUTTON _Toc380221702  PAGEREF _Toc380221702 269  GOTOBUTTON _Toc380221703  PAGEREF _Toc380221703 275  GOTOBUTTON _Toc380221704  PAGEREF _Toc380221704 275 II.  GOTOBUTTON _Toc380221705  PAGEREF _Toc380221705 276 12.1.  GOTOBUTTON _Toc380221706  PAGEREF _Toc380221706 276 12.2  GOTOBUTTON _Toc380221707  PAGEREF _Toc380221707 281 12.3.  GOTOBUTTON _Toc380221708  PAGEREF _Toc380221708 289  GOTOBUTTON _Toc380221709  PAGEREF _Toc380221709 303  GOTOBUTTON _Toc380221710  PAGEREF _Toc380221710 304  GOTOBUTTON _Toc380221711  PAGEREF _Toc380221711 306  PAGE  PAGE 309 < 3 1 4 ....... 5 2 1 2 4 3 3 - N-1 2 N 1 21 N1 11 4 1 3 2 41 31 21 11 ( ) 1 ( ) 3 ( ) 2 4 t3 t2 t1 ) ) ) , ? "" ? () ( ) (, , ) ( )( , ) (, , ) , , , -   , , (, ) Y 4 2 1 3 (, , ) - : (, ) . ... ... . . min ) max 6 18 12 24 0 cp , . D II I ) 24 0 12 () , - - , - () (.) () , , (.) 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PIC85616 SVF9 LMETA5787 F& CompObj1UWF$ fObjInfo4XF# Equation Native   F Olenfo2'()*+,-./0 FR @PICion NativeIJKLMNOP Y\FP L`METAfo0ghijklmnop FA CompObj2mmaryInformation[]F? fObjInfo8^F> Equation Native F< lOle85513 F^ PICObjNativeInformation _bF\ L METAfo7'()*+,-./0 FW @CompObjNativeIJKLMNOPacFU f`ObjInfo9ghijklmnopdFT Equation Native      FS ( Ole6113'()*+,-./0 Fk @PICObj0GHIJKLMNOP ehFi L`METAfo9ghijklmnop Fc xCompObjNative giFa f ObjInfo5'()*+,-./0jF` @Equation NativeIJKLMNOP F_ ,`Olenfo7ghijklmnop F| PIC87029      knFz L META7644'()*+,-./0 Fq @CompObj4GHIJKLMNOPmoFo f`ObjInfo2ghijklmnoppFn Equation Native l lOle  PIC qs LBook R "META4924      rvF: , PRINT961'()*+,-./0F$ <*@CompObj2GHIJKLMNOPuxF f`ObjInfo5F SummaryInformationrmation(wyF DocumentSummaryInformation8F} Oleion Native F PICnfo3 z}F LMETA5616 F (CompObj7|~F ZObjInfo1F Equation Native F <OleObj2mmaryInformation F PICnfo8 F LMETAon Native F CompObj3F ZObjInfoNativeInformationF  Equation Native)*+,-./0 F @OleObjNativeIJKLMNOP F `PICnfo9ghijklmnop F LMETAon Native      F ( CompObj3'()*+,-./0F d@ObjInfo0GHIJKLMNOPF `Ole10NativehijklmnopF OleObjNative  Fj  PICnfo5'()*+,-./0 Fh L@METAon NativeIJKLMNOP F0 `CompObj7ghijklmnopF. dObjInfo9     F-  Ole10Native()*+,-./0F d@OleObj4GHIJKLMNOP F `PICnfo2ghijklmnop F LMETAon Native s CompObjq fObjInfop Equation Native k OlearyInformationrmation F PICmentSummaryInformation F LMETAon Native F CompObj3F fObjInfo5F Equation Native F (Ole81016 F PIC84780 F LMETA5616 F CompObj7F fObjInfo1F Equation Native F OleObj2mmaryInformation F PICnfo8 F LMETAon Native F (CompObj3F ZObjInfoNativeInformationF  Equation Native)*+,-./0 F \@OleObjNativeIJKLMNOP F `PICnfo9ghijklmnop F LMETAon Native      F ( CompObj3'()*+,-./0F Z@ObjInfo0GHIJKLMNOPF `Equation Nativeijklmnop F \OleObjNative  F  PICnfo5'()*+,-./0 F L@METAon NativeIJKLMNOP F <`CompObj7ghijklmnopF fObjInfo9     F  Equation Native)*+,-./0 F x@OleObj4GHIJKLMNOP F `PICnfo2ghijklmnop F LMETAon Native (CompObj ZObjInfo Equation Native  \Ole00423 FPIC00422 FLMETA0421 FCompObj0FZObjInfonformationrmationFEquation NativeInformation F |Oleon Native F2PICObj3 F0LMETAfo5 F%CompObjNativeF#ZObjInfo6F"Equation Native F |OleObj2mmaryInformation FCPICnfo8 FALMETAon Native F8(CompObj3F6ZObjInfoNativeInformationF5 Equation Native)*+,-./0 F3\@OleObjNativeIJKLMNOP FV`PICnfo9ghijklmnop FTLMETAon Native      FI CompObj3'()*+,-./0FGZ@ObjInfo0GHIJKLMNOPFF`Equation Nativeijklmnop FD|Ole00427      Fi PIC00426'()*+,-./0 FgL@META0425GHIJKLMNOP F\`CompObj4ghijklmnopFZZObjInfoNative FY Equation Native)*+,-./0 FW|@Oleon NativeIJKLMNOP F}`PICObj7ghijklmnop F{LMETAfo9      Fo CompObjNative)*+,-./0Fmf@ObjInfo4GHIJKLMNOPFl`Equation Nativeijklmnop FjlOle00423 FPIC00422 FLMETA0421 FCompObj0FZObjInfonformationrmationFEquation NativeInformation F~Oleon Native FPICObj3 FLMETAfo5 FCompObjNativeFZObjInfo6FEquation Native FOleObj2mmaryInformation FPICnfo8 FLMETAon Native FCompObj3FfObjInfoNativeInformationF Equation Native)*+,-./0 F@OleObjNativeIJKLMNOP F`PICnfo9ghijklmnop FLMETAon Native      F$ CompObj3'()*+,-./0Ff@ObjInfo0GHIJKLMNOPF`Equation Nativeijklmnop FpOle00427      F PIC00426'()*+,-./0 FL@META0425GHIJKLMNOP F(`CompObj4ghijklmnopFfObjInfoNative F Equation Native)*+,-./0 Ft@Oleon NativeIJKLMNOP F`PICObj7ghijklmnop FLMETAfo9      F CompObjNative)*+,-./0FZ@ObjInfo4GHIJKLMNOPF`Equation Nativeijklmnop FOle00423 FPIC00422 FLMETA0421 F CompObj0F fObjInfonformationrmation FEquation NativeInformation FOleon Native F*PICObj3   F(LMETAfo5 F<CompObjNative FfObjInfo6FEquation Native F|OlenfoNativeInformation F; PICion Native)*+,-./0 F9L@METAbjNativeIJKLMNOP F0<`CompObj9ghijklmnopF.fObjInfoNative     F- Equation Native)*+,-./0 F+|@Olenfo0GHIJKLMNOP FL`PICion Nativeijklmnop FJLMETA1692  FA< CompObj1'()*+,-./0F?f@ObjInfo7GHIJKLMNOPF>`Equation Nativeijklmnop F<|Ole00427      F_ PIC00426'()*+,-./0 F]L@META0425GHIJKLMNOP FR`CompObj4ghijklmnop FPfObjInfoNative !FO Equation Native)*+,-./0 FM|@Oleon NativeIJKLMNOPF`PICObj7ghijklmnopF040.ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> $ .1  &` & MathType "-66  Times New Roman Cyr- 2 [@Times New Roman Cyr- 2 5I 2 . 2  2 9 2   2 > 2 > 2 >% 2 > @Symbol- 2 = 2 u = Times New Roman Cyr- 2 0p 2 0p 2  0p 2 z 1p 2 G0p 2 Gr0p 2 G0p 2 G} 0p@Times New Roman Cyr- 2  1 2 040 2 * 2 -* 2  * 2 * 2 * 2  * 2 Z,p 2 V.p &  "System-ࡱ> L, ࡱ> kࡱ> teJiJeJ *  I =* 0  ** 0  ** 1  ** 1  * 0  ** 0  ** 0  ** 1  =0,969.ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> $ .1  &` & MathType "-6 6  Times New Roman Cyr- 2 i@Times New Roman Cyr- 2 5I 2 2 2  2 = 2   2 > 2 > 2 >* 2 > @Symbol- 2 = 2 S = Times New Roman Cyr- 2 0p 2 0p 2 1p 2 W 1p 2 G0p 2 Gw0p 2 G 0p 2 Gk 1p@Times New Roman Cyr- 2  0 2 969 2 * 2 1* 2  * 2 * 2 * 2  * 2 ,p 2 w.p &  "System-ࡱ> L@ ࡱ> kࡱ> teJiJeJ *  I =* 0  ** 1  ** 1  ** 1  * 0  ** 0  ** 1  ** 1  =1,108.ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>J $ .1  &@` & MathType "-6 6  Times New Roman Cyr- 2 r@Times New Roman Cyr- 2 5I 2 3 2  2  2 {  2 > 2 > 2 >* 2 > @Symbol- 2 = 2 , = Times New Roman Cyr- 2 0p 2 t1p 2 1p 2 1 1p 2 G0p 2 Gw0p 2 G1p 2 GD 1p@Times New Roman Cyr- 2 \ 1 2 U108 2 * 2  * 2 o * 2 * 2 * 2  * 2 ,p 2 .p &  "System-ࡱ> LJ ࡱ> kࡱ> teJiJeJ *  I =* 1  ** 1  ** 1  ** 1  * 0  ** 1  ** 1  ** 1  =1,043.ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>' $ .1  `& ` & MathType "-66  Times New Roman Cyr- 2 b@Times New Roman Cyr- 2 5I 2 - 2 { 2  2 N  2 > 2 > 2 > 2 >b @Symbol- 2 = 2  = Times New Roman Cyr- 2 1p 2 G1p 2 1p 2  1p 2 G0p 2 G[1p 2 G1p 2 G 1p@Times New Roman Cyr- 2 0 1 2 V043 2 z* 2 * 2 B * 2 * 2 * 2 V * 2  ,p 2 .p &  "System-ࡱ> L' ࡱ> kࡱ> teJiJeJ *  I =* 1  ** 1  ** 1  ** 1  ** 1  * 0  ** 0  ** 0  ** 0  ** 0  =1,165ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>S< Q .1  @& & MathType "-6G6 Times New Roman Cyr- 2 @Times New Roman Cyr- 2 5I 2  2   2 z 2   2 ,  2 >\ 2 > 2 >g 2 >  2 "g @Symbol- 2 = 2 N= Times New Roman Cyr- 2 s1p 2 1p 2 ; 1p 2  1p 2 1p 2 G)0p 2 G0p 2 G? 0p 2 G 0p 2 cV0p@Times New Roman Cyr- 2 ~1 2 w165 2  * 2 n* 2  * 2 + * 2 * 2 [* 2  * 2 f * 2 3,p &  "System-ࡱLS< ࡱ> kࡱ> teJiJeJ *  I =* 0  ** 1  ** 1  ** 1  ** 1  * 0  ** 0  ** 1  ** 1  ** 1 ࡱ>ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>< * .1  &@ & MathType "-6 6( Times New Roman Cyr- 2 r@Times New Roman Cyr- 2 5I 2 3 2  2  2 {  2   2 > 2 > 2 >* 2 >  2 " @Symbol- 2 = Times New Roman Cyr- 2 0p 2 t1p 2 1p 2 1 1p 2  1p 2 G0p 2 Gw0p 2 G1p 2 GD 1p 2 c 1p@Times New Roman Cyr- 2 * 2  * 2 o * 2  * 2 * 2 * 2  * 2  * &  "System-ࡱ> L< ࡱ> kࡱ> teJiJeJ *  I =* 1  ** 1  ** 1  ** 1  ** 1  * 0  ** 1  ** 1  ** 1  ** 1 ࡱ>ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>< * .1  @& & MathType "-66  Times New Roman Cyr- 2 b@Times New Roman Cyr- 2 5I 2 - 2 { 2  2 N  2   2 > 2 > 2 > 2 >b  2 " @Symbol- 2 = Times New Roman Cyr- 2 1p 2 G1p 2 1p 2  1p 2 t 1p 2 G0p 2 G[1p 2 G1p 2 G 1p 2 c 1p@Times New Roman Cyr- 2 z* 2 * 2 B * 2  * 2 * 2 * 2 V * 2  * &  "System-ࡱ> L<ࡱ> kࡱ> |ljJeJjJ *  I =* 1  * 0  =* 1  ** 1  ** 1  ** 1  ** 1  * 0  ** 0  ** 0  ** 0  ** 0  =1209012050=1,003Yࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>|!<  .1  `&  & MathType "-6G63666~6 Times New Roman Cyr- 2 @Times New Roman Cyr- 2 5I 2 {B 2 >gB 2  2   2 B  2  2  2 >$ 2 >  2 >/  2 > 2 "/@Symbol- 2 = 2 = 2 = 2 C= Times New Roman Cyr- 2 1p 2 G0p 2 ;1p 2  1p 2  1p 2 \1p 2 1p 2 G0p 2 G| 0p 2 G 0p 2 G0p 2 c0p@Times New Roman Cyr-2 f120902 f12050 2 s1 2 003 2 * 2 6 * 2  * 2 * 2 * 2 # * 2  * 2 .* 2 (,p &  "System-L|!<ࡱ> kࡱ> dljJeJjJ * y I =*  I **  I **  Iࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>    !"#%()*-/0123456789:;<>ABCFHIJKLMNOPQRSTUWZ[\_abcdefghijklmnpuwxyz{} { @ .1  @& & MathType` Times New Roman Cyr- 2 yi 2 b 2 r 2 )i@Times New Roman Cyr- 2 5I 2  I 2 LI 2 I@Symbol- 2 =@Times New Roman Cyr- 2 @* 2 * &  "System-ࡱ> kL {hࡱ> kࡱ> ̬teJiJeJ *  I =* 0  ** 0  ** 1  * 0  ** 0  ** 0 ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>   .1   & ` & MathType "-6 6  Times New Roman Cyr- 2 i@Times New Roman Cyr- 2 5I 2 3 2  2 > 2 > 2 > 2 >*@Symbol- 2 = Times New Roman Cyr- 2 0p 2 0p 2 1p 2 G0p 2 Gw0p 2 G 0p@Times New Roman Cyr- 2 * 2 2* 2 * 2 * &  "System-ࡱ> kL +ࡱ> kࡱ> ̬teJiJeJ *  I =* 0  ** 1  ** 1  * 0  ** 0  ** 1 ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>   .1   &` ` & MathType "-6 6_  Times New Roman Cyr- 2 r@Times New Roman Cyr- 2 5I 2 2 2  2  2 > 2 > 2 >*@Symbol- 2 = Times New Roman Cyr- 2 0p 2 s1p 2 1p 2 G0p 2 Gw0p 2 G1p@Times New Roman Cyr- 2 * 2  * 2 * 2 * &  "System-ࡱ> kL ࡱ> kࡱ> ̬teJiJeJ *  I =* 1  ** 1  ** 1  * 0  ** 1  ** 1 ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>y   .1   &@ ` & MathType "-663  Times New Roman Cyr- 2 b@Times New Roman Cyr- 2 5I 2 . 2 | 2  2 > 2 > 2 >@Symbol- 2 = Times New Roman Cyr- 2 1p 2 H1p 2 1p 2 G0p 2 G[1p 2 G1p@Times New Roman Cyr- 2 {* 2 * 2 * 2 * &  "System-ࡱ> kLy ࡱ> kࡱ> ̬teJiJeJ * y I =* 1  ** 1  ** 1  * 0  ** 0  ** 0 ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>   .1   & ` & MathType "-66  Times New Roman Cyr- 2 yi@Times New Roman Cyr- 2 5I 2 d 2  2 ! 2 >) 2 > 2 >4@Symbol- 2 = Times New Roman Cyr- 2 1p 2 ~1p 2 1p 2 G0p 2 G0p 2 G 0p@Times New Roman Cyr- 2 * 2 * 2 * 2 (* &  "System-ࡱ> kL +ࡱ> kࡱ> teJiJeJ 2ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>44  .1  &  & MathType "-V@V@Times New Roman Cyr- 2 =a &  "System-ࡱ> L44@@ࡱ> kࡱ> (teJiJeJ 2ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  `& D & MathType "-d`dT@@Times New Roman Cyr- 2 `BB 2 `a &  "System-ࡱ> Lࡱ> kࡱ> (teJiJeJ ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  @`&  & MathType "-u`u6@6@Times New Roman Cyr- 2 ' 2 `BB &  "System-Lࡱ> kࡱ> teJiJeJ ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>+  .1  @& & MathType "-6@6@Times New Roman Cyr- 2 B 2 `' &  "System-ࡱL+ࡱ> kࡱ> hljJeJjJ =**2*2ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  &D & MathType "-U!  dA d  5 !  A@Times New Roman Cyr- 2 @B 2 B 2 `u' 2 [' 2 `!BB 2 A BB 2 ` a 2 >a@Symbol- 2 =@Times New Roman Cyr- 2 * 2  * 2 ** &  "System-ࡱ> kL ࡱ> kࡱ> teJiJeJ Nࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>+  .1  @& & MathType "-6@6@Times New Roman Cyr- 2 `' 2 NB &  "System-ࡱL+ࡱ> kࡱ> lteJiJeJ N=N*2*ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> x .1  @&D & MathType "-@ddn4A  4 T  @Times New Roman Cyr- 2 `' 2 `NB 2 BB 2 `5NB 2 D a 2 `BB 2  ' 2 `* a@Symbol- 2 =@Times New Roman Cyr- 2 w* 2  * &  "System-ࡱL ࡱ> kࡱ> teJiJeJ Nࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>+  .1  &# & MathType "-V@V@Times New Roman Cyr- 2 `' 2 #NB &  "System-ࡱL+ࡱ> kࡱ> (teJiJeJ 2ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  `& [ & MathType "-MMT`v@v@Times New Roman Cyr- 2 a 2 S`BB &  "System-ࡱ> L$ࡱ> kࡱ> $teJiJeJ N ࡱ> k FMicrosoft Equation 2.0 DS Eq  !"#$%&(-/012358;=>?@ABDGHKMNOPQRSTUVWXY[`bcdefhknpqrstuvwxzuation Equation.29qࡱ><  .1  `&  & MathType "-I`I@@Times New Roman Cyr- 2 `BB 2 iNB &  "System-OL<$yࡱ> kࡱ> teJiJeJ 2Nࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>{  .1  @&] & MathType "-K`Kv@v@Times New Roman Cyr- 2 ]a 2 ItNB &  "System-L{h+ࡱ> kࡱ> XteJiJeJ 2N=N*2Bࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  [ .1   & D & MathType "-`@ddc   @Times New Roman Cyr- 2 ]a 2 `tNB 2 BB 2 `NB 2 a 2 `BB@Symbol- 2 U=@Times New Roman Cyr- 2 * &  "System-L ࡱ> kࡱ> $teJiJeJ  ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  @@& & MathType "-6@6@Times New Roman Cyr- 2 B 2 `BB &  "System-ࡱLࡱ> kࡱ> (teJiJeJ ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1   &B & MathType "-ffP@@Times New Roman Cyr- 2 BB 2 ``'B &  "System-ࡱ> kLࡱ> kࡱ> ̌ljJeJjJ =****ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>?  .1  &`D & MathType "-fId dh X  L@@Times New Roman Cyr- 2 @B 2 iBB 2 `BB 2  BB 2 `x 'B 2 l'B 2 `' 2 B 2 ``BB 2 O'@Symbol- 2 =@Times New Roman Cyr- 2 A* 2 5 * 2 )* 2 8* &  "System-ࡱ> kL?ࡱ> kࡱ>  teJiJeJ *  Rࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>N4  .1  & & MathTypeP Times New Roman Cyr- 2 {@Times New Roman Cyr- 2 @R+ &  "System-NLN4@ࡱ> kࡱ> HljJeJjJ *  R =, ࡱ>ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>2  9 .1  @@ &  & MathType "-t8t66V Times New Roman Cyr- 2 @Times New Roman Cyr- 2 @R+ 2 BB 2 8BB@Symbol- 2 9=@Times New Roman Cyr- 2 ,p &  "System-L2 ࡱ> kࡱ> $teJiJeJ  ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  @ & & MathType "-6@6@Times New Roman Cyr- 2 `'B 2 ' &  "System-ࡱLࡱ> kࡱ>  teJiJeJ ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  @ & & MathType "-6@6@Times New Roman Cyr- 2  2 `BB &  "System-0ࡱLࡱ> kࡱ> $teJiJeJ ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  @ & & MathType "-6@6@Times New Roman Cyr- 2 `BB 2 `'B &  "System-ࡱLࡱ> kࡱ> lteJiJeJ =**ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> d .1  @@& & MathType "-6@66n6 6c 6 6X6@Times New Roman Cyr- 2  2 `' 2 BB 2 'B 2   2  BB 2 x'B 2 '@Symbol- 2 =@Times New Roman Cyr- 2 L* 2 A * &  "System-ࡱ> Lh ࡱ> kࡱ> ljJeJjJ ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>+  .1  @& & MathType "-6@6@Times New Roman Cyr- 2  2 `' &  "System-ࡱL+ࡱ> kࡱ> ljJeJjJ ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>+  .1  @& & MathType "-6@6@Times New Roman Cyr- 2  2 `' &  "System-ࡱL+ࡱ> kࡱ>  ljJeJjJ ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  @`&  & MathType "-6@6@Times New Roman Cyr- 2 fBB 2 UBa &  "System-ࡱLࡱ> kࡱ> \teJiJeJ *  I =19062200=0,866ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>( S .1  @ &  & MathType "-686 Times New Roman Cyr- 2 }@Times New Roman Cyr- 2 5I@Symbol- 2 = 2 I=@Times New Roman Cyr- 2 61906 2 M2200 2  0 2  866 2 { ,p &  "System-ࡱL(ࡱ> kࡱ> \teJiJeJ *  I =*  I *  Iࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>*  .1  &@` & MathType "-686> Times New Roman Cyr- 2 } 2 ѡ 2 GѰ@Times New Roman Cyr- 2 5I 2 RI 2 >MI@Symbol- 2 = &  "System-     !"#&()*+,-./0123456789:<?BDEFGHIJKMPSUVWXYZ[\^adfghijklmotvwxyz{|~L*ࡱ> kࡱ> teJiJeJ *  I =* i0  ** i1 d i=1n  * i0  ** i1 d i=1n ࡱ>ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> D ! .1   &` < & MathType "-8\  Times New Roman Cyr- 2 g} 2 i> 2  i> 2 gi> 2 np 2 9i> 2 9 i> 2 (gi> 2 np@Times New Roman Cyr- 2 ^5I 2  2 d 2 0 2 0d@Symbol- 2 = 2 tR= 2 R= Symbol- 2 ={ 2 (={ Times New Roman Cyr- 2 0p 2  1p 2 !1p 2 90p 2 9 1p 2 (!1p@Times New Roman Cyr- 2 N* 2 * &  "System-ࡱ> kL Dࡱ> kࡱ> teJiJeJ *  I =* i1  ** i1 d i=1n  * i0  ** i1 d i=1n  =21601906=1,133ࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>D s .1  &< & MathType "-   Times New Roman Cyr- 2 gѰ 2 oi> 2 @ i> 2 %i> 2 vnp 2 9[i> 2 9S i> 2 (i> 2 bnp@Times New Roman Cyr- 2 ^5I 2  2 Qd 2 0 2 0dd@Symbol- 2 z= 2 t= 2 = 2 z = 2 = Symbol- 2 o={ 2 ([={ Times New Roman Cyr- 2 1p 2  1p 2 1p 2 90p 2 9 1p 2 (1p@Times New Roman Cyr- 2  2160 2  1906 2 $1 2 133 2 NE* 2 X* 2 ,p &  "System-ࡱLD ࡱ> kࡱ> 8teJiJeJ * i0 2 * 1 dࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>"W   .1   & & MathTypeP "-a@a  Times New Roman Cyr- 2 7i>@Times New Roman Cyr- 2 L 2 :d Times New Roman Cyr- 2 0p 2 1p &  "System-ࡱ> L"WXTࡱ> kࡱ> 8teJiJeJ * i1 2 * 1 dࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>W   .1   &` & MathTypeP "-a@a  Times New Roman Cyr- 2 7i>@Times New Roman Cyr- 2 L 2 d Times New Roman Cyr- 2 v1p 2 1p &  "System-%ࡱ> LWDTࡱ> kࡱ> <teJiJeJ * i0 2 * n0 dࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>W  .1   &@ & MathTypeP "-a@a  Times New Roman Cyr- 2 7i> 2 3np@Times New Roman Cyr- 2 L 2 <d Times New Roman Cyr- 2 0p 2 0p &  "System-ࡱLWTࡱ> kࡱ>  teJiJeJ * i1 dࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>44  .1  & & MathTypeP Times New Roman Cyr- 2 ,i>@Times New Roman Cyr- 2 5d Times New Roman Cyr- 2 o1p &  "System-ࡱ> kL44@@ࡱ> kࡱ> $teJiJeJ * i1 2 ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>WW  .1    & & MathTypeP "-b@b  Times New Roman Cyr- 2 6i>@Times New Roman Cyr- 2 L Times New Roman Cyr- 2 z1p &  "System-GࡱLWWTTࡱ> kࡱ> $ljJeJjJ * ni0 dࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>4  .1  &` & MathTypeP Times New Roman Cyr- 2 ,nip>@Times New Roman Cyr- 2 @d Times New Roman Cyr- 2 0p &  "System-ࡱ> kL4@ࡱ> kࡱ> $ljJeJjJ * i0 2ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>{4  .1  @& & MathTypeP "-H@H  Times New Roman Cyr- 2 <i>@Times New Roman Cyr- 2 P Times New Roman Cyr- 2 0p &  "System-ࡱL{4h@ࡱ> kࡱ> ̰teJiJeJ *  I =* i0 2 ** i1 d   * i0  ** i1 d  ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>   .1   & ` & MathType "-uu686s  Times New Roman Cyr- 2 } 2 i> 2  i> 2 Gi> 2 G i>@Times New Roman Cyr- 2 5I 2  2 d 2 > 2 >d@Symbol- 2 = 2 R= 2 &]= Times New Roman Cyr- 2 0p 2  1p 2 G0p 2 G 1p@Times New Roman Cyr- 2 * 2 * &  "System-ࡱ> L ࡱ> kࡱ> ̬teJiJeJ *  I =* i1 2 ** i1 d   * i0  ** i1 d  ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>p   .1  ` & ` & MathType "-uuk66  Times New Roman Cyr- 2 Ѱ 2 zi> 2 K i> 2 G[i> 2 GS i>@Times New Roman Cyr- 2 5I 2  2 \d 2 > 2 >dd@Symbol- 2 z= 2 = 2 &= Times New Roman Cyr- 2 1p 2  1p 2 G0p 2 G 1p@Times New Roman Cyr- 2 P* 2 X* &  "System-ࡱ> Lp |ࡱ> kࡱ> teJiJeJ *  I =* i1 2 * i0 2 =* i1 2 ** i1 d   * i0  ** i0 d  ࡱ> kࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> & .1  @&` & MathType "-u u66uY u9 66  Times New Roman Cyr- 2 ѡ 2 i> 2 Xi> 2 H i> 2  i> 2 G i> 2 G i>@Times New Roman Cyr- 2 5I 2  2 O 2 e  2 * d 2 >>  2 > d@Symbol- 2 p= 2 5= 2 = 2 &= Times New Roman Cyr- 2 91p 2 X=0p 2  1p 2 X 1p 2 Gl 0p 2 Gd 0p@Times New Roman Cyr- 2  * 2  * &  "System-ࡱ> Lࡱ> kࡱ> ,pljJeJjJ * i 2 =* i 2 ** i d i=1n ࡱ> kࡱ> k     "%'()*+,-.05789:;=@ADFGHIJKLMNOPQRSTUWZ]_`abcdefghjmprstuvwxyz{} FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> E  .1  & & MathType "-gKg+#@#7EE Times New Roman Cyr- 2 Fi> 2 i> 2 @i> 2 ii> 2 np@Times New Roman Cyr- 2 W 2  2 Qd@Symbol- 2 `= 2 T= Symbol- 2 ={@Times New Roman Cyr- 2 `E* Times New Roman Cyr- 2 #1p &  "System-ࡱL Exlࡱ> kࡱ> , ljJeJjJ * i 2ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>W  .1   & & MathTypeP "-e@e  Times New Roman Cyr- 2 /i>@Times New Roman Cyr- 2 L &  "System-ࡱLWTࡱ> kࡱ> ,PljJeJjJ * n d =* i n n  ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>  .1  `& ` & MathType "-6u6 Times New Roman Cyr- 2 )np 2 !i>@Times New Roman Cyr- 2 5d 2 2n 2 n@Symbol- 2  = 2 &= &  "System-ࡱLࡱ> kࡱ> ,ljJeJjJ 2ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>{  .1  @&@ & MathType "-K+R@R7@Times New Roman Cyr- 2 W &  "System-JࡱL{hࡱ> kࡱ> ,ӜljJeJjJ * 2i I =* i1 2 * i0 2 =21602200=0,98ࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>_  .1  & & MathType "-HH? "-~mm''jvV_V_V;V  Times New Roman Cyr- 2 p 2 Ki> 2 $i> 2 i>@Times New Roman Cyr- 2 5I 2  2 @Symbol- 2 = 2 = 2 M = Times New Roman Cyr- 2 $1p 2 0p@Times New Roman Cyr- 2 P2160 2 P2200 2  0 2  98 2  ,p &  "System-ࡱ> kL_ ࡱ> kࡱ> ,XteJiJeJ * i1 2 =* 1  * 1 nࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>< F .1  `& b & MathType "-@ VV Times New Roman Cyr- 2 3i>@Times New Roman Cyr- 2 L 2  2 `n Times New Roman Cyr- 2 t1p 2 1p 2 i1p@Symbol- 2 8= &  "System-ࡱ> L<[;;ࡱ> kࡱ> ,XljJeJjJ * i0 2 =* 0  * 0 nࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>3< F .1  &`b & MathType "-@ VVY Times New Roman Cyr- 2 8i>@Times New Roman Cyr- 2 R 2  2 `n Times New Roman Cyr- 2 0p 2 0p 2 i0p@Symbol- 2 c= &  "System-ࡱ> L3<;;ࡱ> kࡱ> ,PljJeJjJ *  D =* i D +* ni Dࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>2 4  .1  @ &  & MathTypeP Times New Roman Cyr- 2 bp 2 ip> 2 Cnip>@Symbol- 2 >D 2 D 2 D 2 `:= 2 `+ &  "System-Hࡱ> L2 4@ࡱ> kࡱ> ,PljJeJjJ *  I =* i I ** ni Iࡱࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>W ' .1    & & MathTypeP Times New Roman Cyr- 2 p 2 ip> 2 /nip>@Times New Roman Cyr- 2 5I 2 I 2 I@Symbol- 2 =@Times New Roman Cyr- 2 * &  "System-ࡱ> LWtTࡱ> kࡱ> ,dteJiJeJ * ni D =2200*(250-200)=110000ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> W < .1   &` & MathTypeP Times New Roman Cyr- 2 bnip>@Symbol- 2 >D 2 ~= 2  - 2 =@Times New Roman Cyr- 2 2200 2 1 250 2 b 2002 -110000 2 * 2 ( 2 ) &  "System-L WTࡱ> kࡱ> ,tteJiJeJ * ni D =* 0  *(* i1 n -* i0 n )ࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>1W  .1    &  & MathTypeP Times New Roman Cyr- 2 bnip> 2  i> 2 > i>@Times New Roman Cyr- 2  2 n 2 O n@Symbol- 2 >D 2 ~= 2 - Times New Roman Cyr- 2 0p 2 H1p 2  0p@Times New Roman Cyr- 2 e* 2 f( 2  ) &  "System-ࡱ> L1W Tࡱ> kࡱ> ,ljJeJjJ * ni I =* i0  ** i1 n i=1n  * i0  * i0 n i=1n ࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> D  .1   & < & MathType "-S  Times New Roman Cyr- 2 gnip> 2 i> 2 i> 2 i> 2 np 2 9=i> 2 96i> 2 (i> 2 Dnp@Times New Roman Cyr- 2 ^5I 2  2 n 2 0e 2 0Gn@Symbol- 2 = 2 tm= 2 = Symbol- 2 ={ 2 (=={ Times New Roman Cyr- 2 "0p 2  1p 2 <1p 2 90p 2 90p 2 (1p@Times New Roman Cyr- 2 N* &  "System-ࡱL D+ࡱ> kࡱ> ,|ljJeJjJ D* i 2 =(* i1 2 -* i0 2 )** i1 nࡱ> ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ>KW  .1    &  & MathTypeP "-ee~e?eeteT @Symbol- 2 >D Times New Roman Cyr- 2 i> 2 .i> 2 c i> 2  i>@Times New Roman Cyr- 2  2 K 2  2  n@Symbol- 2 9= 2 !-@Times New Roman Cyr- 2 ( 2 @ ) 2  * Times New Roman Cyr- 2 m1p 2  0p 2 C 1p &  "System-ࡱLKWTࡱ> kࡱ> ,teJiJeJ * i I =* i1  ** i1 n i=1n  * i0  ** i1 n in ࡱ>       !"#$%&'()*+,-.03689:;<=>?@BEFGJLMNOPQRSTUVWXYZ[\^adfghijklmnpsvxyz{|}~ࡱ> k FMicrosoft Equation 2.0 DS Equation Equation.29qࡱ> D   .1   & < & MathType "-S  Times New Roman Cyr- 2 gip> 2 i> 2 i> 2 i> 2 np 2 9i> 2 9i> 2 (i> 2 np@Times New Roman Cyr- 2 ^5I 2  2 n 2 0 2 0n@Symbol- 2 = 2 t= 2 m= Symbol- 2 ={