( ) F x . If we define any function of X , say

( ) F x . If we define any function of X , say

( ) F x ( ) ( ) 1.00 0.75 0.50 0.25 1.00 0.75 0.50 0.25

( ) F x ( ) ( ) 1.00 0.75 0.50 0.25 1.00 0.75 0.50 0.25

( ) E XY

( ) E XY

( ) dx = fx x( )dx

( ) dx = fx x( )dx

( ) Collaboration Site Trailer Home Cabin

( ) Collaboration Site Trailer Home Cabin

( ) by

( ) by

( ) and gfx( )

( ) and gfx( )

( ) and ( )2

( ) and ( )2

( ) = e−ax

( ) = e−ax

( ) 9xm + 4 ( )

( ) 9xm + 4 ( )

( ) 9 f x x ( ) 2 5 8 4 f x x x x x = - + ( ) 2 10 20 9 18 f x x x x x x =

( ) 9 f x x ( ) 2 5 8 4 f x x x x x = - + ( ) 2 10 20 9 18 f x x x x x x =

( ) 6n+1 ( ) ( )= ( ( ) 6k +1 ( ) ( ) ( ( )

( ) 6n+1 ( ) ( )= ( ( ) 6k +1 ( ) ( ) ( ( )

( ) 4x3

( ) 4x3

( ) 4x!5 ( )

( ) 4x!5 ( )

( ) 4) log (0.0001) ( ) √ √ √

( ) 4) log (0.0001) ( ) √ √ √

( ) 4 g x x x = + 6 3 2

( ) 4 g x x x = + 6 3 2

( ) 4 ( ) 51 P Queen King = 33 ( Pr ) 72 P HighIQ Gene esent =

( ) 4 ( ) 51 P Queen King = 33 ( Pr ) 72 P HighIQ Gene esent =

( ) 3 f x x = + ( ) log 2 m x x = ( ) 1 2x h x = -

( ) 3 f x x = + ( ) log 2 m x x = ( ) 1 2x h x = -

( ) 3 16 12 P x x x x = + - + ( ) 2 f x x = - ( 2) 4 y x = +

( ) 3 16 12 P x x x x = + - + ( ) 2 f x x = - ( 2) 4 y x = +

( ) 25 f x x = - ( ) 2 10 12 f x x x x = + + ( ) 6 f x x x x = -

( ) 25 f x x = - ( ) 2 10 12 f x x x x = + + ( ) 6 f x x x x = -

( ) 2 f x x = ( ) 4 f x x = ( ) f g x if ( ) 2 3 f x x x = + − and ( ) 1 g x x = +

( ) 2 f x x = ( ) 4 f x x = ( ) f g x if ( ) 2 3 f x x x = + − and ( ) 1 g x x = +

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