Trung tõm GDNN-GDTX Chõu Thnh
KIM TRA 45 PHT TON 11
(10 cõu trc nghim)
H, tờn hc sinh:........................................................Lp .............................
Mó 212
I. TRC NGHIM KHCH QUAN ( 4 IM) ( HV lm bi 20 phỳt )
Hc viờn tr li cõu hi trc nghim vo ụ trng di õy:
Cõu 1 Cõu 2
Cõu 3
Cõu 4
Cõu 5
Cõu 6
Cõu 7
Cõu 8
Cõu 9
Cõu 10
Tr li
y = sin x
Cõu 1: Tp giỏ tr ca hm s
( 1;1)
[ 1;1]
A)
B)
l:
C)
( 1;1]
R
D)
0 x<
Cõu 2: Nghim ca phng trỡnh 2sin2x -3sinx + 1 = 0 tha iu kin
6
4
A. x= 0
B.
C. x=
ổ ử
ữ
2cos ỗỗỗx + ữ
=1
ữ
ữ
ỗ
3ứ
ố
2
l:
2
D.
0 Ê x Ê 2p
Cõu 3: S nghim ca phng trỡnh :
vi
l
A. 2
B. 0
C. 3
D. 1
y = 2cosx + 3
Cõu 4: Giỏ tr ln nht ca hm s
l:
A). 4
B). 2
C).5
D).3
Cõu 5: Gii phng trỡnh sinx = 1 ta c
+ k, k Z
+ k2, k Z
+ k, k Z
k2, k Z
2
2
2
A. x =
B. x =
C. x=
D. x =
Cõu 6: Phng trỡnh : cos5x + 2 - m = 0 cú nghim khi:
3
1 m 3
2 m 3
A. m
B. m 1
C.
D.
Cõu 7: Gii phng trỡnh tanx= 0 ta c
x = + k 2 , k Z
x = + k , k Z
x = k 2 , k Z
x = k , k Z
2
2
A.
B.
C.
D.
Cõu 8: Chn ỏp ỏn ỳng trong cỏc cõu sau:
u = v+ k2
u = v+ k
cosu = cosv
k Z
cosu = cosv
k Z
x = v+ k2
x = v+ k
A.
B.
u = v+ k2
u = v+ k
cosu = cosv
k Z
cosu = cosv
k Z
x = v+ k2
x = v+ k
C.
D.
3sin x cos x = 2
Cõu 9 : Nghiệm của phơng trình
là
x= −
A.
2π
+ k2π
3
x=
B.
π
+ k2π
2
x= ±
C.
2π
+ k2π
3
π
tan x − = −1
4
Câu 10 : Nghiệm của phương trình
π
π
x = − + kπ
x= k
4
2
A/
B/
là:
x=
C/
x=
D.
π
+ kπ
4
2π
+ k2π
3
D/
x = kπ
II. CÂU HỎI TỰ LUẬN ( 6 điểm ) ( HV làm bài 25 phút )
y = cot
Câu 1. (1đ)Tìm tập xác định của hàm số :
Câu 2. (1đ)Tìm GTLN, GTNN của các hàm số :
Câu 3.( 4 đ )Giải các phương trình sau :
a).
y = 3 + sin 2 x
2sin ( x − 300 ) − 1 = 0
b)
5sin 2 x + 3cos x + 3 = 0
sin x − 4sin x cos x + 4 cos x = 5
2
c)
x
7
2
BÀI LÀM
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