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)
TOÁN LỚP 9
TỈ SỐ LƯỢNG GIÁC CỦA GÓC NHỌN
A. MỤC TIÊU:
- HS nắm vững các công thức định nghĩa các tỉ số lượng giác của một góc nhọn. HS hiểu
được các tỉ số này chỉ phụ thuộc vào độ lớn của góc nhọn mà không phụ thuộc vào từng tam
giác vuông có một góc bằng . Tính được các tỉ số lượng giác của góc 450 và 600 thông qua
VD1 và VD2.
B. CHUẨN BỊ CỦA GV VÀ HS:
- Giáo viên: Bảng phụ ghi bài tập, công thức, định nghĩa các tỉ số lượng giác của góc
nhọn.
- Học sinh: Thước thẳng, compa, thước đo độ.
C. TIẾN TRÌNH DẠY HỌC:
1. Tổ chức:
- Kiểm tra việc làm bài tập ở nhà và việc chuẩn bị bài mới của HS.
Hoạt động của GV Hoạt động của HS
2. Kiểm tra bài cũ:
Hoạt động I
KIỂM TRA (5 phút)
- Cho 2 vuông ABC (Â = 900)
và A'B'C' (Â' = 900) có B = B'.
Chứng minh hai tam giác đồng dạng.
- Viết các hệ thức tỉ lệ giữa cạnh của chúng
(mỗi vế là tỉ số giữa hai cạnh của cùng một
tam giác).
3 Bài mới:
Hoạt động 2
1. KHÁI NIỆM TỈ SỐ LƯỢNG GIÁC CỦA MỘT GÓC NHỌN (12 ph)
- GC chỉ vào tam giác vuông ABC. Xét
góc nhọn B giới thiệu: cạnh kề, cạnh
huyền, cạnh đối như SGK.
- Hai tam giác vuông đồng dạng với
nhau khi nào?
- Ngược lại khi hai tam giác vuông đồng
dạng có các góc nhọn tương ứng bằng
nhau thì ứng với mỗi góc nhọn tỉ số giữa
cạnh đối với cạnh kề ... là như nhau.
a) Mở đầu: