TÍNH CH T C A TÍCH PHÂNẤ ỦAB A� ( � �F X DX  F X DX( ) ( )F X D...

2) Tính ch t c a tích phânấ ủ

a

b

a

�

(2)

� �

f x dx

 

f x dx

( )

( )

f x dx



( )

0

(1)

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b

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c

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� � �

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^�

k f x dx k f x dx k



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. ( )

.

( ) (

)

f x dx



f x dx



f x dx

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(

^{a b c}

^{ }

) (4) (3)

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b

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a

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[ ( )

( )]

( )

( )

f x

�

g x dx



f x dx

�

g x dx

(5) .

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