2010-TOÁN-kD-DH-Lời Giải_ngay 9. 7 - Pdf 18


 !"
#$%&'()*!+,-
./(*!+,-
 
y x x= − − +
 !"
#$%&'()$*+ !,$*+*-''./%0'1'



y x= −
./(*!+,-
2$%&'()
    3   4x x x x− + − − =
2$%&'()
3 3
     
     
x x x x x x
x
+ + + + + −
+ = + ∈ ¡
./(*!+,-566$7

3
 8
e
I x xdx
x
 

 5('<$1'9>GH+,=I4:∆8%0'1'[*!G2?M8)
**-''. !I(∆#$%&'()%0'1'∆,A'XM
(\Y'IM
 5('A-''!9>GH+Q,!%0'1'∆

S
3x t
y t
z t
= +


=


=

∆

S
 
  
x y z− −
= =

P9>=]*>∆

!A'X]∆

Y'


f   4y x= − − < ⇒
8(W

8 8
x x
y y
→+∞ →−∞
= = −∞
HK∞ 4 T∞
+eT 4−
+ 
K∞ K∞
M'(A'K∞:4,'(A'4:T∞
+999HU4,+
c
U
∩GHSI
 :4±

b 5$*+∆*-''.BS



y x= −

R∆S+U−HT
∆$Hg⇔C!*.'CS
 
3

x x x
⇔ − + + − − =
⇔ − + + − =
⇔ − + − + =
⇔ − + + =





i
   
  

x k
x
x x VN
x k k Z
π

= + π


=

⇔ ⇔


π


•
3
  
 
x x+ +
=
3
  x x⇔ = + +
3
k   x x− = + −
⇔

 
   
 
x
x x x
x

− + + =
+ +

 4 

 
 
x x
x x
x
• − = ⇒ =

e
I x xdx=

E c<
8
dx
u x du
x
= ⇒ =
:


x
dv xdx v= ⇒ =
   


 
  
8
     
e e
e
x e x e
I x xdx
   
+
= − = − =
 ÷  ÷
   


=
./0
5!.


 
 
a a
SH a
 
= − =
 ÷
 ÷
 


 
 3  3

  
a a a
SC a
 
= + = =
 ÷
 ÷
 
UI
#h+∆mI79%0'!9XH*'∆mI

  i
 
y x x
 
= − − + − − − +
 ÷
 
:AS


  4 3 L
 i
 i
3 4 4
x x x
x
x
x x

− + + ≥ − ≤ ≤


⇔ ⇔ − ≤ ≤
 
− ≤ ≤
− + + ≥



   

y x x x x
   
= ⇔ − − − + = − − − +
 ÷  ÷
   
 
 
3
  4

3 3 n
  i  
  
x x
x x x x

 
− − ≥
 ÷

 



 
   

 
− − − + = − − − +
 

 

− = −

 ÷


 
 


− = − ⇔
 ÷


 
 
− = − −


 ÷
 


3



 
4 i L  3 





H− b3 i
+e −4T
+ +

b
3



: 
3
y y
 
= =
 ÷
 
AS.=A-'Z',;Z+K,+b3+i
#$12(3*!+,-
Th sinh ch đưc lm mt trong hai phn (456789-
:;68<=>?@A/B
./0:C
b jSlBIMo%0'(N7O9=Me
⇒J[*!(*'=MMe
R%&'()IMSHU3
c%0'(N.$S
 


IM
lS


 :3
3

M
M
x
IM AH M
y
= −

= ⇔ ⇔ −

=

uuur uuur
RJ[*!]*-''.IMS+−3U4
59>C$%&'()S
 
  L
 i
3 4
3
4
x y
x

:R#5
:4:  :4: 
R
k n m= ∧ = − = −
uur r ur
R%&'()W.B9'SH−QTdU45!.SB4:WU
  

D
D⇔ = ⇔ = ±
R%&'()WS
  4   4x z hay x z− + = − − =
./0:C c<
  
z a bi z a b abi= + ⇒ = − +

5!.C$%&'()
  
  
4 
 
a b a
a b b
 
− = =
 

 
+ = =
 

  4
 4
 4
 , 
  4
 
x y y
x y y
AH OH
AH d H Ox
x y
x y y

+ − =

+ − =

=
  
⇒ ⇔
  
=
− + =

+ − =






x loai


= − +





= − +

+ − =
= − ± 
  
⇒ ⇔ ⇒

 
− + =

= −


= − −





= − − <


AH qua A
k
⊥ ∆

⇒ = − +


59>MU∆∩IMC


 



 

:

 



k
x
y kx
k k
k
H
k k
y x


  
 :    4
  
 i
  i


 i
4  

k k k
AH d H Ox k k
k k k
k
k
k loai
 
 
= ⇔ + − = ⇔ − − =
 ÷
 ÷
+ + +
 
 

+
=

+

5!.S
 : : AM t t t= + −
uuuur


p , q  :: 3a AM t t⇒ = − −
uur uuuur
:B]:∆

U
 
 
    3

  
 ::
 4 L 3  4 k 4
 L::
t t
t M
t t t t
t M
− + + −
⇔ =
+ +
= ⇒

⇔ − + = ⇔ − + = ⇔

= ⇒


j

4  
     4
3
x loai
y x x x x
x
=

= − ⇒ − + − + =

=

j


   4
 
 
i  4

x x x
y x
x loai
x x
x

− + − + =


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