Free Essay

00000

In:

Submitted By aggie0111
Words 1061
Pages 5
7
1.

= 99 = 7 = 99 (a) 7 =p =7 2 x x

4

(b)

x

x

= 99 = p7 = 7 5
25

3.

n = 5000

X

= 170

=5
165 ; 170 5

(a) P (165 < X

< 175) = P

2:99)

8

P X > 25
5= 2

)P

Z>

25 ; 23 p 5= n

9

:

<

=

t:

>

= 0:0082
N (0:05 0:01) s 0:075 ; 0:05 0:05 (1 ; 0:05)
475
A

pn = 2:4 ) n = 36
0:05 = 23:75 > 56 0:03 ; 0:05 475
? @

7. np = 475

F

z1 =

s

0:05

(1 ; 0:05)

= ;2

z2 =

= ;2:5
#

P (0:03 < F < 0:075) = P (;2 < Z < 2:5) = 0:971
9. (a) df

= 18 (b) df = 29

(18) = 34:8053 2 0 975 (29) = 16:0471
2 0:01
:

2

7
(c) df

) = 1 ; = 0:99 2 = 0 01 (4) = 12:2767 2 < (n ; 1)K =P 11. P (S 2 < K ) = P 2
2

P(

=4

<

2

:

2

<

11K 25

= 0:95

)

11K 25
B

= 19:6751 ) K = 44:7161

1. C
1. F 3. K

D G L
:

E H M I N

7.2 J
1 O

> 6 P Q Q L W R R M 3 S O N 5 6 1 N 1 O

t0 03 (10) K L M N P t0 07 (20) < t0 03 (20) K z0 07 < t0 07 (20)6 Q @
: : : : x

t1
S 6

S 5

T U V

6

?

@ S &

t1
5
:

t0 03 (20) <
:

T

6

?

@

z1 6 ? @ z0 07

2

(n)

6

7

10 X i =1

X 2 =9 4 i P

Q

R

df

= 10

N

g

h

2. i

j

k

l n

m

E ) * 4 o

1. (a) X W

(2 2) (2 4) (2 6) (4 2) (4 4) (4 6) (6 2) (6 4) (6 6)
2 3 4 3 4 5 4 5 6

p

q

X4

o

S p 2

2 X = (X ; X )2 =(2 ; 1) i q

=1 S2 4

i

o

0 2 8

2 0 2

8 2 0

(b) X

x f (x)

2 1 9

3 2 9

4 3 9

5 2 9

6 1 9

(c) r

S2 g(S 2 )

0 3 9

2 4 9

8 2 9

4

7
3. (a) r s t u v w x

y

z

{

xw

x

y

z

{

S2 w

x

(2 4) (2 6) (4 2) ; (4 6) (6 2) (6 4) ; ; 3 4 ; 5 3 ; 4 5 ; 2 8 ; 2 2 ; 8 2
5 2 6

;

(b) r

x f (x)
(c) r

3 2 6

4 2 6

x

3 1 3

4 1 3

5 1 3

;!

f (x)

S2 g (S 2 )
5. (a) E (X ) =

2 4 6

8 2 6

S2

2 2 3

8 1 3

;!
2 9

g(S 2 )

X

xf (x) =

4 = 2 + 3 + 6 = 4 = E (X )

+ 6 + 12 + 10 + 6 = 4 9 9 9 9

V ar(X ) = E (X 2 ) ; E (X )2

= 4 + 18 + 48 + 50 + 36 ; 16 = 4 9 9 9 9 9 3 X (x ; 4)2 8 2 = =3 3 i 5

|

V ar(X ) =
4 9

2

n

3 =2=4 3

8

(b) E (S 2 ) = 2 7. (a) } u v ~ u

+8
~ w

2 9

=8= 3

2

w v

X
{ w

w

x

X X
(b) P

= = 1500 = =pn = 500 = 100
X > 1800

=P

5

Z>

1800 ; 1500 100

= P (Z > 3)
Z
1400 ; 1500 100

(c) P (1100

X

= 0:5 ; 0:4987 = 0:0013 1200 ; 1500 1400) = P 100 = P (;3
Z

;1) = 0:4987 ; 0:3413 = 0:1574

) df = 14 P (b < t < ;1:761) = 0:045 ) 0:05 ; P (t b) = 0:045 ) b = ;t0 005(14) = ;2:977 11. 2 = 32 (a) n = 15 df = 14 ! (n ; 1)S 2 > (n ; 1)75 = P 2 P (S > 75) = P
:

9. n = 15:

2

2

x2 (14) >

14 32

75

= 0:004
(b) P (S 2

< 15) = P

2

<

14 32

15

+ 1 ; 0:95 = 0:05

6

7
13. (a) w X

i

10

; 50

N (0 1 )

X=

16 X i X

i

(b)

w

= P (7:96 < X < 26:3) = P (X > 7:96) ; P (X > 26:3) = 0:95 ; 0:05 = 0: 9 16 X X ; X !2 2 X= (15) 10 i i

=1

10

; 50

2

2

(16)

=1

= P (7:26 < X < 25) = P (X > 7:26) ; P (X > 25) = 0:95 ; 0:05 = 0: 9
9 4

15.

X X ;Y
|

N 4 N

Y
25 4

N 7

16 4

;3

P (X < Y ) = P (X ; Y < 0) W

=X ;Y

N E X ;Y

V X ;Y

X ? Y : E ( W ) = E ( X ; Y ) = E (X ) ; E ( Y ) = 4 ; 7 = ;3 V (W ) = V (X ; Y ) = V (X ) + V (Y ) = P (X < Y ) = P (X ; Y < 0) = P (W < 0)
7
9 4

+ 16 = 25 4 4

0 B ( ) P B Wp; EWW ) @ V( )
) P (Z < 1:2) = 0:8849
17.

1 0 ; 3C r C A
25 4

(101 ; 1)S
2

}

s

2

X (101 ; 1) ! N (100 200) a P (S > 0:56) = P (S > 0:56
2

2

)=P

=P =P
19.

100S 2 0:52

> 125:44

!

100S 2 0:52

>

100

0:562 0:52

!

Z>

125:44 ; 100 p 200
2

= 100 50 0 1 B 430 ; 450 C P (X < 430) = P BZ < 100 C = P (Z < ;1:41) = 0:0793 @ A p 50 ! 2 N ;n 52 120 ; 49 a N = 12 n N ; 1 = 49 120 ; 1 21. X CLT 0 1 B 11 ; 12 < Z < r13 ; 12 C C P (11 < X < 13) = P B r @ A = 450 n a X CLT N

= P (Z > 1:80) = 0:0359 ! 2

= P (;1:81 < Z < 1:81) = 0:9298
8

25 49

71 119

25 49

71 119

7
23. X1

X2

)P
P p

p(1 ; p) N ; n a CLT N p = 0:02 n N ;1
10 300

X300

iid

Ber (p = 0:02)

0 10 BZ r 300 ; 0:02 =PB @ 0:02 0:98 700
300 999

= 0:023000:98 1000 ;;300 1000 1 1 C = P (Z 1:97) = 0:0244 C A

9

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Line Maze Algorithm

...Design a Line Maze Solving Robot Teaching a Robot to Solve a Line Maze By Richard T. Vannoy II April 2009 RoboticsProfessor@gmail.com Please email me at the address above if you have questions or comments. What is a Line Maze? A line maze is usually a black line on a white background. It could also be a white line on a black background, but for this presentation black lines on a white background will be used. 2 Copyright 2009, Richard T. Vannoy II, All Rights Reserved What is a Line Maze? Each line maze has a Start point and a Finish point. The robot is expected to follow the lines and find it‟s way from Start to Finish in the fastest time possible. Finish Start 3 Copyright 2009, Richard T. Vannoy II, All Rights Reserved What is a Line Maze? The actual course can be fairly simple, as the maze on the left, or it can get very complicated. Finish Copyright 2009, Richard T. Vannoy II, All Rights Reserved Start 4 What is a Line Maze? The course on the right was designed with several long straight paths to give an advantage to a robot that knows when it can increase speed. Start Finish 5 Copyright 2009, Richard T. Vannoy II, All Rights Reserved What is a Line Maze? Notice that there are a number of dead-end paths in the maze. The robot typically cannot traverse the maze without first taking a number of wrong turns. 6 Copyright 2009, Richard T. Vannoy II, All Rights Reserved Solving a Line Maze This slide show...

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