A. Tóm tắt lý thuyết về Vai trò của cơ khí trong sản xuất và đời sống SGK Công nghệ 8
I. Vai trò của cơ khí
Cơ khí có vai trò quan trọng trong sản xuất và đời sống:
- Cơ khí tạo ra các máy và các phương tiện thay lao động thủ công thành lao động bằng máy và tạo ra năng suất cao.
- Cơ khí giúp cho loa động và sinh hoạt của con người trở nên nhẹ nhàng và thú vị hơn.
- Nhờ có cơ khí, tầm nhìn con người được mở rộng, con người có thể chiếm lĩnh được không gian và thời gian.
II. Sản phẩm cơ khí quanh ta.
Sản phẩm cơ khí rất phổ biến và đa dạng:
- Máy khai thác: máy cưa, máy khoan,...
- Máy vận chuyển: máy bay, xe,...
- Máy nông nghiệp: máy cày, máy gặt,...
- Máy gia công: máy tiện, má phay,...
III. Sản phẩm cơ khí được hình thành như thế nào?
![](data:image/png;base64,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)
- Gia công cơ khí là quá trình tạo cho chi tiết có hình dáng, kích thước hoặc tính chất xác định, phù hợp với yêu cầu kĩ thuật dựa trên các nguyên lí khoa học và công nghệ.
B. Bài tập SGK về Vai trò của cơ khí trong sản xuất và đời sống SGK Công nghệ 8
Dưới đây là 3 bài tập về Vai trò của cơ khí trong sản xuất và đời sống SGK Công nghệ 8
Bài tập 1 trang 59 SGK Công nghệ 8
Bài tập 2 trang 59 SGK Công nghệ 8
Bài tập 3 trang 59 SGK Công nghệ 8
Để tham khảo toàn bộ nội dung các em có thể đăng nhập vào tailieu.vn để tải về máy. Ngoài ra, các em có thể xem cách giải bài tập trước và bài tập tiếp theo dưới đây:
>> Bài trước: Giải bài Bản vẽ nhà SGK Công nghệ 8
>> Bài tiếp theo: Giải bài Vật liệu cơ khí SGK Công nghệ 8