,''
s0 GD&DT HoA
eiNH
TRTIONG T}IPT LAC THIJY
Cf,u 1. Rrit
go.n
bi6u thric
-l
A=i3+J5
-.J3-J5
-"12.
Cda
2. Tinh th6 tich
Vr ctia
khdi
da diQn
sau, bi6t ring c5c
g6c
& ctinh dAu bing 900
2
Cf,u 3. Trong mflt
ph6ng
tqa
d0 Oxy,
ggi
@)
va
(I)
16n luqt
ld dO thi cria hai hdm sd
13
y:
*
_
x+
_
vd
y
=
l*1.
(D)
va
{e
c*tnhau
"22
tai MvitN.
Tinh diQn tich
tam
giiic
OM^[.
tl
tt
r_l
Cflu 4. Tim
tflp
nghiQm
cria hQ
phucrng
trinh sau:
DE CHIIVH THTIC
MA EE 278
Thdi
gian
ldm bdi:
fP
phtit,
khdng kA thdi
giaru pltdt
d€
1O€
tni cb OS trang,
gdm
25
ciu)
rY rrU TUYEN SINH vAO LOP 10
NAMHQC 2ot7
-2018
on rnr u6N roAN
(DANH
CHO
THi SINH BAN A)
Ngny thi:
19 thing
07
nim 2017
Cf,u 5. MQt
phAnxu&ng
theo
k6
hoach
phii
may 1000 bQ
qudn
6o trong th&i
gian quy
dinh. Khi thpc hiQn, m6i ngiy
xu#ng may
nhi6u
hcrn 10
bQ vd hoan thinh k;5 hopch
tru6c 5
ngdy.
Hoi theo kti hopch, m6i ngdy
Cffu 6. Tim m
x'-2x-2m+1=0c6
de
phuong
trinh
hai nghiQm
xt,xz
Cffu
7. Tinh
dipn tfch S
trong hinh vfi
tga dQ c6c
(7;6),
{4;1)
vd
(2;
1).
cria
hinh
thang
dinh ld
(1;
6),
{tt*+zy
=20r7lxtl
l*
-2Y
=
3xy.
DIEM
SO
PIIACH
@o
Chrt
fich
HAi ddng thi
ghi)
GIAM KTIAO
Gi6m kh6o
1
Gi6m khflo 2
vne
ohii
mav bao nhi€u
Trang 1/3
-};4:dde*11278
Cflu 8.
Rrit
ggn
bi0u thr?c
B_
d:ffi
2-",h-7
voi
*1<x<1.
Ciu 9.
Tinh
this tfch Yz c'ira
kh6i t?p
phuong
trong
hin!,
Oiet
frinfr
c6u
n$i ti6p
trong c*a
n6
c6 th6 tichld 14 n .
CAU
10. Tam
gi6c
ABC co
c,iLc trung
tuy6n
AAu
BBb CCr
giaonhau
t1i M. Az, Bz, Cz
l6n luqt ld
trung
di6m
cim
AM,
BM, CM.
Tinh diQn tich
Sz cta
lpc
gi6c
A$zCtAzBrCz theo
diQn tich Sr
cria
tam
giSc
ABC.
Cflu 11. Hai vdi
nudc cung chiy vdo m$t
cdi bC
kh6ng c6 nudc thi trong 5
gi&
sC diy
UC. Ni5u
voi thri
ntrAt
cnay trong
3
gi&
vi vdi
a
thtr 2 chiy trong
4
gio
thi
rlugc
:
bC
nudc.
J
Cfru
12.
Cho
hai sO
thpc
x,
y
thda m6n h0
1
th&c 8x2
+
y2
+
)
=4.
Tinh
gi6
tri
nho
"4x
nh6t
g*,,
cua
Q=xy.
Cdu 14. Rrit
ggn
bi0u
thric
2y' +9y'
+lZy
+
4
Cffu
15.
Cho
tam
gi6c
ABC vudng
tqiA.yE
dulng th5ng d 6i
quaA
sao cho dkhdng cit
dop BC. Gqi H, K lAn lugt li hinh chi6u
Cf,u 16. Tim sO cflp nghiQm
(xy)
cria
h€
phucrng
trinh sau:
[z^t.
-z
*3,[ri
:1+
{
t.l;=
+
"[y
t:s.
Hdi n6u vdi thri
nhAt ch6y
mQt
minh
thi
thoi
eian
r ld bao 10u
m6i
tIAv
bC.
(1+
r)3 +
(1
-
r)'
Cf,u 13. Tim
gi6
td cta m thi duong thEng
:
x
*
mti€o xric v6i
Trang 2/3
-
Ma dC thi278
/
Cin
17. Gqi x1tx2
li
hai
nghi$rn
ctia
phucnrg
trinh
2x2
+3x-26=0.
L6p
I
phuong
trinh b$c hai
nhfln
y:
-j--
vit
x,
+1
1
..
!2:
-----
ld nghiQm.
-
xr+l
Ciu
22.
Cho
hdm
Tim m dE him s6 biifn.
m+2
!
=-;-=X+m-
2 .
m'+L
so
Cflu
18.
Cho
tam
gi6c
ABC
c6 3
g6c
nhqn,
vE
duOrng
cao AD vi BE. Gqi ff h trUc
t6m
ciatam
gi6rc
ABC.giiit tanB.tanC: *.*
HD
Tinh
a .
Cffu 19.
Cho
h0
phuong
trinh
t@-1)x-(m-r)v=m-37
lx
+2Y
=3m
+1.
{vor
m
ln
tham si5)
Tim m
A6 tq d6 cho c6 nghigm duy nhil
Cffu
20. Tim t$t ch
c6c
sO t.u nhi6n
n
sao
cha3n+ 5 chiahi5t cho n-1.
Ciu
23. Cho bii5t tg75a
=2*,ll
.
Tinh
srn15.
Cdu 24.
Cho
dulng trdn
(O)
vd
gdc
nQi
tiiSp
IBAC=1300.
Tinh do cta
g6c
IBOC.
C&u25. Cho
tam
giirc
MNP
vuOng
tpi M,
MP
:3cm;
MN
:
4cru.
Quay
tam
giic
d6 mQt vdng
quanh
cqnh i6{ dugc m$t
hinh n6n. Tinh diQn tich xung
quanh
cua
hinh n6n
n6.
CAu
21. Rrit
ggn
bi6u
thric
vF
r
t'" .fix>0;y<0.
*\
Yo
Trang 3/3
-
Ma
dA
thi278