Hỏi gia sư
Gia sư 1-1
Chuyên đề
Trắc nghiệm
Tài liệu
Cửa hàng
Chọn lớp
Lớp 6
Lớp 7
Lớp 8
Lớp 9
Lớp 10
Lớp 11
Lớp 12
Đăng ký
Đăng nhập
Trang chủ
Hỏi gia sư
Gia sư 1-1
Chuyên đề
Trắc nghiệm
Tài liệu
Cửa hàng
Trang chủ
/
Giải bài tập
/ Lớp 9 / Toán học /
Ôn tập chương III
Ôn tập chương III
Hướng dẫn giải Bài 88 (Trang 103 SGK Toán 9 Hình học, Tập 2)
<p>Hãy nêu tên mỗi góc trong các hình dưới đây :</p> <p>(<em>Ví dụ. </em>Góc trên hình 66b) là góc nội tiếp).</p> <p><img class="wscnph" 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" width="539" height="151" /></p> <p><strong>Giải :</strong></p> <p>a) Góc ở tâm.</p> <p>b) Góc nội tiếp.</p> <p>c) Góc tạo bởi tiếp tuyến và dây cung.</p> <p>d) Góc có đỉnh bên trong đường tròn.</p> <p>e) Góc có đỉnh bên ngoài đường tròn.</p>
Hướng dẫn Giải Bài 88 (Trang 103, SGK Toán Hình học 9, Tập 2)
GV:
GV colearn
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