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Сборник задач по высшей математике. Тестовые методы контроля знаний. В 3 томах. Т.3

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) ,         ,  0,5; 0,6; 0,8. * -
1
 ,     #   . )   8 ,    0 1, 5 ,    0 2, 4 , ­   0 3. )   #.
2
+  ,      0 2,   #      0,2; 0,1; 0,3? .     
2 4 5
3
* D(X).
0,7
p
0,2
0,89 0,78 0,93 0,96 0,86
5
1,76 1,46 1,56 1,26 1,36
/   800 !        ,  0,001. *  -
4
,      # 2 !.
$      :
3
4
5
=
)(
xf
x
[ ]
[ ]
;3;0,
. *
.3;0,0
21
P
 
81
x
x
220
4,0−e
8,0
6,0−e
8,0
8,11−− e
8,0
6,01−− e
8,0
8,1−e
8,0
13
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