Теория вер. и мат.статистика

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(2 < < 3)

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31

AB

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B	Y								m
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					A BBYY				c

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A B BYY

0 0,

I:

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( )

0 < 4,

=

1 > 4.

-:

0

( ) =

…

0 < 4

> 4

+:

0

( ) =

0 < 4

> 4

-:

0

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0 < 4

> 4

-:

( )

0

=

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I:

> 4

0 0,

S:

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= 0 <

,

1 > .

-:

0

( )

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=

>

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0

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>

32

AB

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				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
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						here
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w										m
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					A BBYY				c

-:		0
		0 <
	( ) =	>
+:		0
		0 <
	( ) =	>

AB

					F Tran			sf
				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
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w										m
		w		w.					o
								.
					A B BYY				c

0 0,

I:

S:

( )

=

0 < 4,

1 > 4.

+:

0

4

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0 <

> 4

…

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( ) =

0 < 4

> 4

-:

0

( ) =

0 < 4

> 4

-:

0

( ) =

0 < 4

I:

> 4

0

0,

S:

( )

0 < 4,

=

1 > 4.

-:

0

( ) =

…

0 < 4

> 4

33

AB

					F Tran			sf
				D
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B	Y								m
								buy		r
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										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

+:		0
	( ) =	0 < 4
		> 4
-:		0
-:	( ) =	0 < 4
		0
	( ) =	> 4
		0 < 4
		> 4

AB

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				D
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B	Y								m
								buy		r
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										0
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w										m
		w		w.					o
								.
					A B BYY				c

				0 0,
I:
S:
			( ) = 0 <						,
				1 > .
-:				0
				…
				0 <
	( ) =			>
-:				0
	( ) =			0 <
				>
-:				0
				0 <
	( ) =			>
+:				0
				0 <
	( ) =			>
					0 0,
I:
S:
			( ) =			0 < 4,
						1 > 4.

…

34

AB

					F Tran			sf
				D
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B	Y								m
								buy		r
										2
										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

+:		0
	( ) =	0 < 4
		> 4
-:		0
	( ) =	0 < 4
		> 4
-:		0
	( ) =	0 < 4
		> 4
-:		0
	( ) =	0 < 4
		> 4

AB

					F Tran			sf
				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A B BYY				c

V2:

		0 0,
I:
S:
	( )
			0 < 4,
		=
		1 > 4.

…

-: -: +: -:

					0 0,
I:
S:
			(	)
					=		0 < 3,
					1 > 3.
-:	( ) = 2,		( ) = 2,5
-:	( ) = 1,		( ) = 3,5
+: ( ) = 2		,		…
			( ) = 8,5
-:		,
I:	( ) = 2		( ) = 0,5

35

AB

					F Tran			sf
				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

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											A
	( )		0 0,
		=	0 < 6,
…
-:			1 > 6.
-: 2
+:3

-:	4
	12

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B BYY

	0 0,
I:
S:
	( ) =	0 < 2,
	1 > 2.

…

-: 1 -: +: -:

			0 0,
I:
S:
		( )
			=	0 < 3,
-:	2			1 > 3.
-:
+:3
…
-:	1
	4

V2:

I:

S:

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36

AB

					F Tran			sf
				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

F Tran

sf

D

Y

P

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B

Y

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buy

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to

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w.

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F( )

A B BYY

c

1

-2

5

…

+:

-: 1,5 -:

-: 49

I:

S:

:

F( )

1

-1

4

…

+:

-: 1,5 -:

-: 25

I:

S:

:

37

AB

					F Tran			sf
				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

F Tran

sf

D

Y

P

or

e

B

Y

m

B

buy

r

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A

to

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w

m

w

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F( )

A B BYY

c

1

-1

5

…

-: +: 3 -:

-: 25

I:

S:

:

F( )

1

-2

8

…

+:

-: 5 -:

-: 64

I:

S:

:

38

AB

					F Tran			sf
				D
		Y	P						or	e
B	Y								m
								buy		r
										2
										0
							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

F Tran

sf

D

Y

P

or

e

B

Y

m

B

buy

r

2

0

A

to

.

here

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w

m

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w.

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F( )

A B BYY

c

1

-2

7

…

+:

-: 1,5 -:

-: 49

I:		( ) =			3; 8)
+:
S:
					3; 8). …
-:
-:	11
-: 5
I:		( ) =			2; 5)
+:
S:
					2; 5). …
-:
-:	7
-: 3
I:		( ) =			4; 8)
+:
S:
					4; 8). …
-:
-:	12
-: 4

39

AB

					F Tran			sf
				D
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B	Y								m
								buy		r
										2
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							to			.
						here
				Click
w										m
		w		w.					o
								.
					A BBYY				c

						F Tran			sf
					D
			Y	P						or	e
	B	Y								m
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						A B BYY				c

I:

( )

=

3; 9)

+:

S:

3; 9). …

-:

-:

12

-: 6

I:

( ) = 0

3; 1)

S:

0,25

3; 1).

+:

0

3

( ) = 0,25 + 0,75

3 < < 1

…

1

1

-:

0

3

( ) = 0,25 0,75 3 < < 1

1

1

-:

0

3

( ) = 0,25 + 0,75 3 < < 1

0,5 1

-:

1 3

( ) = 0,25 + 0,75 3 < < 1

0 1

V2:

I:

S:

-:

,

( ) =

0

( )

=

0

< 0.

+: ( ) =

,

…

( ) =

( ) =

-:

( ) =

,

( )

=

-:

( ) =

( )

=

,

I:

40