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)
Giáo án công ngh 8ệ
I. M c tiêuụ :
1. Ki n th c:ế ứ - Bi t khái ni m v các kh i tròn xoay. Bi t hình chi u các kh i tròn xoay.ế ệ ề ố ế ế ố
2. Kĩ năng: - Đ c b n v các kh i tròn xoay. Nh n d ng các kh i tròn xoay trên b n v kĩ thu t.ọ ả ẽ ố ậ ạ ố ả ẽ ậ
3. Thái đ ộ : - Tìm tòi, khám phá.
II. Chu n b :ẩ ị
1. G V : - V t m u v t th kh i tròn xoay.ậ ẫ ậ ể ố
2. HS: - Tìm hi u bài nhà.ể ở
III. T ch c ho t đ ng d y ổ ứ ạ ộ ạ và h c:ọ
1. Ổ n đ nh l p:ị ớ (1 phút) 8A1:…………………………………………..
8A2:…………………………………………..
2.Ki m tra bài cũ:ể (6 phút)
- Th nào là kh i đa di n? L y ví d ?ế ố ệ ấ ụ
- Làm bài t p trang 19 Sgk?ậ
3. Đ t v n đ :ặ ấ ề (1 phút) - Trong đ i s ng hành ngày c a chúng ta th ng dùng các đ v t có d ngờ ố ủ ườ ồ ậ ạ
tròn xoay. V y làm th nào đ nh n d ng và đ c đ c b n v c a các kh i tròn xoay? Bài h cậ ế ể ậ ạ ọ ượ ả ẽ ủ ố ọ
hôm nay s giúp chúng ta tìm hi u v n đ này.ẽ ể ấ ề
4. Ti n trình:ế
HO T Đ NG C A HSẠ Ộ Ủ TR GIÚP C A GVỢ Ủ
Ho t đ ng 1:ạ ộ Tìm hi u kh i tròn xoay: (5 phút)ể ố
- Theo dõi và đ a ra khái ni m.ư ệ
- HS ghi bài vào v .ở- Dùng v t m u đ gi i thi u kh i tròn xoay.ậ ẫ ể ớ ệ ố
- GV ch nh s a cho HS ghi bài vào v .ỉ ữ ở
Ho t đ ng 2:ạ ộ Tìm hi u hình tr : (10 phút)ể ụ
- Hai kích th c: Đ ng kính, chi u caoướ ườ ề
- Hình tròn và hình ch nh tữ ậ
- Dùng hai hình chi u: chi u đ ng, ế ế ứ
chi u b ng.ế ằ
- Dùng v t m u gi i thi u kh i hình tr .ậ ẫ ớ ệ ố ụ
+ Các kích th c c a hình tr ?ướ ủ ụ
+ Các hình chi u c a hình tr ?ế ủ ụ
+ Đ bi u di n hình tr c n bao nhiêu hìnhể ể ễ ụ ầ
chi u?ế
- Cho HS v hình chi u c a hình trẽ ế ủ ụ
Ho t đ ng 3: ạ ộ Tìm hi u hình nón: (10 phút)ể
- HS quan sát v t m u ậ ẫ
- HS: Quan sát tranh và mô hình c a GV.ủ- Cho HS quan sát hình nón
- GV ch rõ ph ng chi u vuông góc cho HSỉ ươ ế
Bài 6: B N V CÁC Ả Ẽ
KH I TRÒN XOAYỐ
Hình
chiếu
Hình
dạng
Kích
thước
Đứng Chữ
nhậtd.h
Bằng Hình
trònd.d
Cạnh Chữ
nhậtd.h