ĐỀ THI vào 10 KIÊN GIANG 2009 2010 CHƯA đáp án

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ĐỀ THI VÀO 10<= /o:p>
Giải hệ phương trình và phương trình sau:
a)

=

&nb= sp;

=

b) <= span lang=3DFR style=3D'mso-ansi-language:FR'>

Bài = 2: (2,0 điểm)=
Cho biểu thức
a) Với những điều kiện được xác định của x, hãy rút gọn bi&= #7875;u thức A
b) Tìm tất cả giá trị của x đ= ;ể A <1
a)
Cho hàm số y=3D - x2 và hàm số y = =3D x-2. Vẽ đồ thị hàm số trên cùng mộ= t hệ trục tọa độ.
Tìm tọa độ giao điểm của hai đồ thị bằng phương pháp đại số.
b)
Cho parabol (P) y=3D x2/4 và đường thẳn= g (D): y =3D mx – 3/2m -1. Tìm m để (D) tiếp
x&uacut= e;c với (P). chứng minh rằng (D1) và (D2) = tiếp xúc với (P) và hai đường thẳng 7845;y
vuông góc với nhau.
Bài 4: (3,5 điểm)
Cho đường tròn (O) đường k&iacut= e;nh AB =3D 2R. Trên tia đối của tia BA lấy đi= ểm C sao cho

BC =3D R, trên đường tròn lấy điểm D sao cho BD =3D R, đường thẳng vu&oc= irc;ng góc với BC
tại C cắt tia AD ở M
a)

Chứng minh tứ giác BCMD nội tiếp.

b)

Chứng minh tam giác ABM là tam giác cân

c= )

Tính tích AM.AD theo R

d= ) Cung BD của (O) chia tam giác ABM thành hai phần. Tính diện tích phần của tam giác
ABM= nằm ngoài (O).
----- HN= 70;T -----

Thí sinh không được sử dụng tài liệu. Giám= thị không giải thích gì thêm.


Họ và tên thí sinh:…………………………= ……..
Chữ ký của giám thị 1:……………………

&= nbsp;

Số báo danh:…...………….

Chữ ký của giám thị 2:………………

Đưa lên bởi Giáo viên: Nguyy̓= 7;n Việt Bắc, ĐT: 091.666.3080
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