PHoNG-<br />
<br />
oB ruBu rRA HQC xi'u xAiu HQC<br />
iwOx' roAx z<br />
<br />
cD&PrJiNn YBx<br />
<br />
oB<br />
<br />
cnixn rrrtlc<br />
<br />
Thdi gian ldm bdi 90 phtit, kh6ng k€ thdi gian giao<br />
<br />
r. TRAC NGHTpM (3,0 tli6m)<br />
Ghi vdo til nm'cht mQi chir cdi A, B, C hofic D trwdc phwong<br />
C6u 1. Eon thric ndo sau ddy d6ng dang v6i don thuc -3xy2 ?<br />
C. -3(*Y)'<br />
B. (-3*y)y<br />
A. -3x2y<br />
Ciu 2,Gi6 tIi bi6u thric 3*'y + 3y'x tqi x = -2 vd ! = -L ld:<br />
'A.<br />
C. 18<br />
B. -9<br />
12<br />
CAu 3. Thu ggn don thric P = x3 ! - 5*y' + 2x'y + 5xy' bingl,<br />
C. *'Y+l}xY3<br />
B. -x'y<br />
A,.3x3y<br />
Cdu 4.56 ndo sau d6y<br />
<br />
;.?3<br />
!^)*<br />
<br />
6.-1<br />
2<br />
<br />
1<br />
<br />
=<br />
<br />
AB<br />
<br />
li<br />
<br />
di<br />
<br />
bi ilfing'<br />
<br />
dn ffrt<br />
<br />
D.-3xy<br />
D. -1&<br />
<br />
D. 3x3 y -10xy3<br />
<br />
li nghiQm ctr,dathfic f(x)=?*+t?<br />
3<br />
B.<br />
"'2<br />
<br />
Cau S. N6u AM<br />
<br />
20L7 - 2018<br />
<br />
ducrng trung tuy6n<br />
<br />
vi G li<br />
<br />
i. oi=?o*<br />
<br />
C6u 6. Cho mQt tam giitccan c6<br />
<br />
dO dei<br />
<br />
3<br />
<br />
trgng tdrn cria tam gi6c ABC thi:<br />
<br />
hai cqnh<br />
<br />
B' 27 cm<br />
A. 39cm<br />
rr. TIJ L,UA\ (7,0 tli6m)<br />
CiuT (1,5 ili6m)<br />
Di6m th i dua trong cic thingcira<br />
<br />
D.-?<br />
<br />
c. AG<br />
<br />
=1o,<br />
<br />
li<br />
<br />
vi<br />
<br />
3cm<br />
<br />
C'<br />
<br />
D' AM - AG<br />
<br />
21cm. Chu vi ctta tam gi6c d6 bdng:<br />
D' 46cm<br />
<br />
45cm<br />
<br />
llong b6ng<br />
<br />
mQt<br />
<br />
1<br />
t2<br />
11<br />
10<br />
Th6ne 9<br />
80<br />
80<br />
70<br />
90<br />
Di6m 80<br />
a) DAu t iQu ta git<br />
bi L3p bing tAi s6. rim 19t cfia d6u hiQu;<br />
c) Tinh dirSm trung binh thi dua ctra lop 7 ACffu 8 (1,5 tli6m)<br />
<br />
2<br />
90<br />
<br />
4<br />
70<br />
<br />
J<br />
<br />
80<br />
<br />
sau:<br />
<br />
5<br />
<br />
80<br />
<br />
ChohaidathricP(,)=5x3_3x+7_xvitQ@)=_5x3+2x_3+2x_x2_2.<br />
a) Thu gen hai da thric P(x) vd Q@);<br />
b) Tim da thirc M (x)= P(x) + Q@) vd<br />
<br />
c) Tim nghiQm cira da thttc<br />
<br />
M(x).-<br />
<br />
N(x)<br />
<br />
- P(x) - t'Q@);<br />
<br />
cffu 9 (3,0 tli6m). Cho MBC co AB =3cmi AC = 4cm; BC = 5cm.<br />
a) Chtmg t6 tam gi6c ABC vu6ng tqi A '<br />
DA - DE;<br />
b) Vc ph6n gi6c BO(p. AC), tt D vd, DE L BC (A e aC). Chtmg minh:<br />
c\/o ED cht ,qn @i F. Chtrngminh: DF > DE'<br />
Ciu 10 (1,0 tli6m). Cho a,b,c ln cac tO tftUt kh6c 0. Tim c6c s6 thqc x,y,z l