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ĐỀ TOÁN ĐẲNG CẤP ĐH-CĐ SỐ 1

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Đ THI THỬ ĐI HC KHI A NĂM 2010
Đ RA

3 2
1 2
3 3
y x mx x m= − − + +

 
  !"#$%&'()'*'%+,'*'-./','0
1%+,'*2'
3 3
cos sinx x m− =

 3%+,'*2'
 %+,'*2'4'*'*(
;
4 4
x
π π
 
∈ −
 
 
$1
 3%+,'*2'
2 2 2
log 9 log log 3
2
.3
x


x x x= −
 5'5%&'
2
4
4 2
4
sin
cos (tan 2tan 5)
xdx
x x x
π
π

− +

6$
 2'*7'**'!"89:;<=>%+,'*2'
( ) ( ) ( )
2 2 2
1 2 3 14x y z+ + + + + =
?

( )
1; 3; 2M − − −
@A%%+,'*2';%B'*CD=C >E-*
=8F'.+G'*2H''5''I'J
 2'*;%B'*!"8:
( )
1;3A
'K'*L

2 2
6 2 6 0x y x y+ − + + =
MF%+,'*
2'+G'*B'*ND=O #?O
01
 2'
( )
5
2 3 15
0 1 15
1 x x x a a x a x+ + + = + + +
(
9
a
P2'
 ::QRST'*'2K'*
3 3 3
3
(1 )(1 ) (1 )(1 ) (1 )(1 ) 4
a b c
b c c a a b
+ + ≥
+ + + + + +

ĐP N

 U>V*
 WI
3 2
1 2

0
3 3
x mx x m⇔ − − + + =
$'*(%&'(I
2 2 2
1 2 3
15x x x+ + >


( )
( )
2
1 (1 3 ) 2 3 0x x m x m⇔ − + − + + =
$'*(%&'(I
2 2 2
1 2 3
15x x x+ + >


1m⇔ >

1
 :%+,'*2'2X'
( ) ( )
cos sin 1 cos sin 1x x x x− + = −
Y;
cos sinx x

SZ=('
2t ≤

'*(
( )
2
,
2
2
x k
k l
x l
π
π
π π

= +



= +


¢
 
( ) ( )
cos sin 1 cos sinx x x x m⇔ − + =

Y;
cos sinx x

SZ=('
2t ≤



; 0; 2
4 4
x t
π π
 
 
∈ − ⇒ ∈
 
 
 
%+,'*2'EL
3
3 2t t m− =

K'*A%*2?F2:=82%+,'*2'4'*'*(
;
4 4
x
π π
 
∈ −
 
 

?[
2
;1
2

m
 

÷

÷

 

$
 YL"QR
%+,'*2'
2 2 2 2
log 9 log log 3 log
2 2
.3 3 1
x x
x x x x= − ⇔ = −

Y;
2
log 2
t
x x⇒ =

C+,'*2'2X'
3 1
3 4 1 1 1 2
4 4
t t

t t
t x
   
= − ⇔ + = ⇒ = ⇒ =
 ÷  ÷
   

2
4
4 2
4
sin
cos (tan 2tan 5)
xdx
I
x x x
π
π

=
− +

Y;
2
tan
1
dt
t x dx
t
= ⇒ =

+

1 1
2
2 2
1 1
2
2 ln 3
3
2 5 2 5
t dt dt
I
t t t t
− −
= = + −
− + − +
∫ ∫
5'
1
1
2
1
2 5
dt
I
t t

=
− +


Y;
0
1
4
1 1
tan
2 2 8
t
u I du
π
π


= ⇒ = =


MA8
2 3
2 ln
3 8
I
π
= + −

6J8\=-Z'2'*P>?>&
( )
1; 2; 3 , 14I R− − − =
]:
CD=\ >E-*=8F'.+G'*2H''5''I'J
2 2

R IH⇔ −
'I'JU.'F=?=7'**P^2_';%B'*C
IH⇔
./''J
( )
0;1; 1M H IM⇔ ≡ ⇔ = −
uuur
.MCPC
MA8C%+,'*2'.89`R
E8_=<='
, ,A B C

B'*'*?O3a
2 1
( ; ), ( ; )
2 1
m a
B a b C m n
n b

= −


= −


]:'K2_''_'
2 2
2 2
3

6 2 6 0 1
5
6 2 6 0
1
a
a b a b b
m
m n m n
n

=


+ − + + = =
 

 
=
+ − + + =



= −

;
7
5
1
5
9

5
13
5
a
b
m
n

=


=


=



= −


MA8+G'*B'*Ib'8_=<='."`86R?c"`8RR
0

( )
( )
( )
5 5
5
5

2 3 2
5 10
0 0
1 1 1
k m k m
k m
x x x x x C C x
+
= =
 
+ + + = + + =
 
∑∑
N
9
a
+,'*T'*`d
>=82
0 9 1 8 2 7 3 6 4 5 5 4
5 10 5 10 5 10 5 10 5 10 5 10
9 5005a C C C C C C C C C C C C= + + + + + =

e%Nf'*JB'*T7:
( )
3
3
3
1 1 3
(1 )(1 ) 8 8 4
1 1 3

(1 )(1 ) 8 8 4
1 1 3
(1 )(1 ) 8 8 4
3 1
(1)
4 2
a c b a
b c
b c a b
c a
c a b c
a b
VT a b c
+ +
+ + ≥
+ +
+ +
+ + ≥
+ +
+ +
+ + ≥
+ +
⇒ + ≥ + +
]J=K'*"82
1 1 1
1
8 8 8
1
a c b
a b c

abc

+ + +
= =

⇒ = = =


=


MA8
3 3 3
(1) (1)
2 4 4
VT VT≥ − ⇔ ≥ ⇒
Z=%T'*'

×