![](data:image/png;base64,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)
Tam giác cân
A. Mục tiêu:
Thông qua bài học giúp học sinh:
- Nắm được định nghĩa tam giác cân, tam giác vuông cân, tam giác đều, tính chất về góc
của tam giác cân, tam giác vuông cân, tam giác đều.
- Biết vẽ tam giác vuông cân. Biết chứng minh một tam giác là tam giác cân, tam giác
vuông cân, tam giác đều.
- Rèn kĩ năng vẽ hình, tính toán và tập dượt chứng minh đơn giản.
B. Chuẩn bị:
- Com pa, thước thẳng, thước đo góc.
C. Các hoạt động dạy học trên lớp:
I. Kiểm tra bài cũ (6 phút)
- Phát biểu trường hợp bằng nhau của tam giác theo trường hợp c.c.c, c.g.c, g.c.g.
- GV kiểm tra quá trình làm bài tập về nhà của 2 học sinh.
II. Dạy học bài mới (31 phút)
Hoạt động của giáo viên Hoạt động của học sinh
- Giáo viên treo bảng phụ hình 111.
? Nêu đặc điểm của tam giác ABC
- Học sinh:
ABC có AB = AC là tam
giác có 2 cạnh bằng nhau.
- Giáo viên: đó là tam giác cân.
? Nêu cách vẽ tam giác cân ABC tại A
? Cho
MNP cân ở P, Nêu các yếu tố
của tam giác cân.
1. Định nghĩa.
a. Định nghĩa: SGK
+ Vẽ BC