1. 3 , : f w0 = f(v), w0x = f(v) 0,5b w0x = f(v). () S , v () - (. ). , - . .
2. Dv = v v Dv £ 10 /. , / v = (v + v)/2.
3. : (), (XX) (), , , , , - .
4. ( ) v = f(S).
. 4 5 .
. 0 (. .4) - . 01 (. . 5). (. .4 5, . a1, a2,...), . , .
, () 1 , .. 1 % = 1 /, , (. 0) , - . , r = f(v) Dv (a1, a2,...) , , , (a1b1, a2b2,...), (v) v Dv. , Dv, v = f(S).
, , .. , , , ,
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, , . 4, DV1 = Vk1 V1 = 10 0 = 10 /, DV1 . , () / - .1. ( ), . 1. . 0 1b1, 1 Vk1 / (. C1). . 2, 2 b2, . 1 2 b2 12 / (. 2).
, ..: ( ) . , (. . 5,
. 4. v (S) .
. 5. v (S)
34); ; . (. . 5) . . , , (. 10).
. ( ) 40 /; , , ; , (, , ), . , , (H/)
, (22)
r - , /; ;
, .
4. +3,5/2000 40 / (. . 4). DV= 10 /. , .. 40-50 / 40-30 /.
: , .. V = 40 /; fk - w0 = f (V) ( ) 40 / - d1 , , fk - w0 = 2,5 /. , , +3,5/ % o = - i = 2,5 - 3,5 = -1 /. , +3,5 % D V = 40 - 30 /. , 30 / , .. ry = 3,5 - 3,5 = 0 ( "d1" . 4).
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V = f (S) : . . . .