\ro*.*yrN<br />
<br />
EE KrEM TRA<br />
<br />
or cnixu THUc<br />
<br />
nag ri, r Nanr Hec<br />
vr6x: roAx a<br />
<br />
z0t7 _ zarc<br />
<br />
Thdi gian ldnt bdi 90 pht)t, kh6ng k€<br />
thrlf gian gioo<br />
<br />
I. TRic NGHTEM (3,0 di6m)<br />
<br />
di<br />
<br />
Hdy viiit vdo bdi ldnt chi mdt chir cdi A, B,<br />
c ttofic D ihhng trudc cau<br />
c6u 1' Trongcacphuongtinhsar:,pi,r*gtinhneohrongducrngvoiph-,ongrinh fid tdi dilng.<br />
(x, + r)(x- 2)= ot<br />
<br />
A.<br />
<br />
x2<br />
<br />
-4=A<br />
<br />
B.<br />
<br />
x2<br />
<br />
c.<br />
<br />
-2x=0<br />
<br />
|-r=a<br />
<br />
Ciu 2. Tfp nghigm cfia phuong tlinh x, + x<br />
=Z(x+l)<br />
A. ^s = {-t}<br />
B. .S<br />
<br />
D.<br />
<br />
6x<br />
<br />
D.<br />
<br />
.g<br />
<br />
Id:<br />
<br />
-- {o}<br />
<br />
C6u 3. Sii nghiQm cria phuqng rrinh 2x1-l_0x<br />
x_3 Id:<br />
x- -).r =<br />
<br />
A.0<br />
<br />
CAU 4. x =<br />
<br />
3<br />
<br />
8.1<br />
<br />
A. l2x> 2- x<br />
CAu 5. N6uhaitamgi6c 14<br />
<br />
A.<br />
<br />
AAO{P<br />
<br />
- LQSR<br />
<br />
c6u 6' Mot hinh<br />
<br />
n.<br />
<br />
jr