bán lưỡi dao máy cạo râu

... vụ khác nhau, máy phay đƣợc chia làm 2 nhóm chính: Là máy phay vạn năng và máy phay chuyên môn hóa. + Máy phay vạn năng có các kiểu: phay nằm, phay đứng, máy phay giƣờng + Máy phay chuyên ... chính máy phay nhỏ D=(20 40) (Theo bảng 1-2 trang 19 sách Trang bị điện - Điện tử máy gia công kim loại của Nguyễn Mạnh Tiến – Vũ Quang Hồi). - Chuyển động ăn dao: Chuyển động ăn dao của máy ... Những máy phay này dùng để hoàn thành những công việc nhất định trên một số vật phẩm tƣơng đối hẹp. Những máy phay chuyên môn hóa đƣợc dùng nhiều nhất là: Máy phay rãnh then, máy phay ren vít, máy...

... vụ khác nhau, máy phay đ ƣ ợc chia làm 2 nhóm chính: Là máy phay vạn năng và máy phay chuyên môn hóa. + Máy phay vạn năng có các kiểu: phay nằm, phay đứng, máy phay giƣờng + Máy phay chuyên ... BÀN MÁY PHAY Yêu cầu đối với truyền động bàn ăn dao máy phay là phạm vi điều chỉnh của truyền động ăn dao lớn (Ds=100 600), lƣợng ăn dao đƣợc điều chỉnh trong phạm vi rộng. L ƣ ợng ăn dao ... Những máy phay này dùng để hoàn thành những công việc nhất định trên một số vật phẩm tƣơng đối hẹp. Những máy phay chuyên môn hóa đƣợc dùng nhiều nhất là: Máy phay rãnh then, máy phay ren vít, máy...

... thép. Thép được nhập về từ các thị trường Nga, Châu Âu, Nhật Bản, Trung Quốc, Đài Loan… về để bán trên thị trường Việt Nam . Do đó ta thấy đặc điểm về nhân lực của công ty cũng hết sức khác ... là do công ty đã có nhiều thay đổi tích cực trong công tác quản lý vật tư, quản lý sản xuất và bán hàng. đồng thời, công ty cũng đã ký kết được hợp đồng với những đối tác lớn . + Thu nhập bình ... lượng công việc đã hoàn thành và thường được trả cho công nhân sản xuất, các nhân viên bảo dưỡng máy móc thiết bị, nhân viên văn phòng. Hoặc là số tiền trả cho người lao động một cách cố định...

... tại các thị trường: Châu Âu, Nga, Nhật bản, Hàn Quốc, Trung Quốc, Đài loan…và kinh doanh bán buôn, bán lẻ mặt hàng này tại thị trường Việt Nam. - Sản xuất, gia công chế tạo các sản phẩm cơ ... ty. Việc tổ chức bộ máy quản lý trong công ty cũng chưa tốt. nguyên nhân là do thiếu sự phân công trách nhiệm, quyền hạn một cách chính xác và rõ ràng giữa các bộ phận trong bộ máy quản lý của ... Ngoài ra, hàng năm công ty còn chú trọng trong khâu sửa chữa bảo dưỡng định kỳ, thay mới một số máy móc thiết bị hiện đại để đáp ứng được yêu cầu của sản xuất và kinh doanh. Đồng thời, theo kịp...

... định thời gian sử dụng của xe máy thiết bị -Sữa chữa xe máy -Thanh lý xe máy và thiết bị -Đầu tư mua sắm thêm xe máy và thiết bị mới -Điều động và tiếp nhận xe máy thiết bị giá trị này được ... thép, máy đo đạc bản đồ, máy ép thuỷ lực, máy nén 3 trục đây là những loại máy chỉ dùng cho công tác xây dựng, vì chúng chỉ thực hiện được mỗi một chức năng riêng là thiết kế xây dựng. * Máy san ... dựng, xử lý những chỗ đất bị lún đó là các loại máy như: ủi, lu, máy xúc 1.1.2.2 .Theo hình thức sử dụng. * Máy móc thiết bị đang sử dụng. Đây là những máy móc thiết bị đang trực tiếp hoặc gián tiếp...

... nên để rao cạo râu, bàn chải đánh răng, khăn tắm…ở bên trong, mà hãy để chúng ở nơi cao ráo, thoáng khí, tuyệt đối không để gần bồn cầu hoặc bồn rửa mặt. Nên vệ sinh dao cạo râu cũng như ... các dụng cụ thường xuyên tiếp xúc với con người như: dao cạo râu, bồn cầu, khăn tắm, bàn chải đánh răng, khẩu trang, chăn gối, mũ, bàn phím máy vi tính… ... chúng ở những nơi thoáng mát sẽ hạn chế phần nào ảnh hưởng của vi khuẩn. Vi khuẩn trên dao cạo râu nhiều gấp 126 lần bồn cầu Các nhà nghiên cứu Trung Quốc đã dùng tia phát quang ATP...

... một nhỏ nhoi này. Mặc dù mọi người đều cần dùng lưỡi dao cạo nhưng các hãng sản xuất ra lưỡi dao cạo lại rất nhiều. Vậy làm thế nào để họ mua lưỡi dao của mình? Gillette đã có câu trả lời cho ... rong King C. Gillette bỗng nảy ra ý định làm một con dao cạo thô sơ với lưỡi dao có thể thay thế được chính là khoảnh khắc lịch sử của lưỡi dao cạo! Gillette đã bỏ ra thêm 6 năm tiếp theo cùng ... đến lưõi dao cạo. Trước tiên, Gillete thường xuyên đưa ra tiêu thụ ở hơn 30 công ty nước ngoài một loại sản phẩm dao cạo an mới toàn để mọi khách hàng có thể lựa chọn loại lưỡi dao vừa ý...

... tfi tri eua dao dfic. Theo dng, cae hoc thuyg't dao dfic trfidc dd vd hanh vi con ngfidi ddu mang tinh chit di tri, tfic la tach dao dfic ra tfi nhflng nguygn tic d bgn ngoai dao dflc. ... day, dao dflc hoc thfldng dfldc the hien dfldi dang da dfldc thanh loc, ehfla bi lam cho vay due. Dd la ly do tai sao dao dfic hoc ra ddi d bgn ngoai trie't hoe. Trong linh vfic dao dflc ... dinh hfidng dao dfic, theo I.Kant, khdng phai la vinh vign, sdm hay mudn con ngfidi se lai tha'y sfi xuit hien cua mot vign canh dao dfic va nd cung se nhan thay cae hanh vi dao dfic eua...

... website mua bán linh kiện máy tính GVHD: Ths.Phan Tấn Tài SVTH: Nguyễn Việt Nam Nghị Ths.Lê Đức Thắng Lê Như Lý - 21 - Tiểu luận tốt nghiệp: Thiết kế website mua bán linh kiện máy tính MỤC ... website mua bán linh kiện máy tính GVHD: Ths.Phan Tấn Tài SVTH: Nguyễn Việt Nam Nghị Ths.Lê Đức Thắng Lê Như Lý - 31 - Tiểu luận tốt nghiệp: Thiết kế website mua bán linh kiện máy tính II. ... website mua bán linh kiện máy tính GVHD: Ths.Phan Tấn Tài SVTH: Nguyễn Việt Nam Nghị Ths.Lê Đức Thắng Lê Như Lý - 49 - Tiểu luận tốt nghiệp: Thiết kế website mua bán linh kiện máy tính CHƯƠNG...

... HỆ HỐNG 5/4/2011 5 2.2. Sơ đồ ngữ cảnh 0 Hệ thống quản lý xuất nhập và bảo hành thiết bị máy tính Khách Hàng Nhà Cung Cấp Phiếu bảo hành, tb bảo hành Thông tin hàng hóa, khuyến mại Yêu ... 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... sánh sự khác nhau giữa việc sử dụng máy toàn đạc điện tử với các máy đo đạc khác. Và biết cách sử dụng máy toàn đạc điện tử trong đo đạc, trút số liệu từ máy sang AutoCAD để thành lập bản đồ. - ... như: các máy toàn đạc điện tử độ chính xác cao, máy vi tính và các phần mềm tiện ích, công nghệ GPS .v.v. Các máy móc và phần mềm tiện ích đó đã và đang dần dần thay thế các loại máy quang ... các máy đo đạc cũ đã giúp ích rất nhiều trong đo đạc. Việc sử dụng máy toàn đạc điện tử sẽ giúp cho việc đo đạc nhanh hơn và chính xác hơn, ngoài ra máy toàn đặc có nhiều chức năng khác với máy...

... thiết bị: + Máy CD/VCD mẫu. + Máy CD/VCD tách rời. + Sửa chữa hệ thống âm thanh. + Loa. + Tai nghe. + Mỏ hàn. + Thiết bị hút và hàn IC dán. + VOM và DMM. + Dao động ký 2 tia. + Máy đo công suất ... Hướng dẫn mô-đun (MG) máy CD/VCD. + Giáo trình máy CD/VCD. + Các sơ đồ mạch nguyên lý của các loại máy CD/VCD. + Sổ tay tra cứu. - Nguồn lực khác: + Phim trong vẽ sẵn. + Máy chiếu Overhead Projector ... thuật cơ bản của máy CD/VCD. - Trình bày đúng sơ đồ khối, chức năng và nhiệm vụ của các khối trong máy CD/VCD - Thực hiện thành thạo việc đấu nối các ngõ vào/ra của tín hiệu của máy CD/VCD với...

... lượng hoạt động của các trường, lớp nội trú, bán trú: Nhân rộng mô hình trường phổ thông dân tộc bán trú nhằm tăng tối đa số học sinh được ở nội trú, bán trú; ngoài việc học chính khóa các trường ... số 1501 phòng, trong đó: kiên cố: 618 phòng, bán kiên cố: 340 ; phòng, tạm: 543. + Tiểu học: Tổng số 3135 phòng, trong đó: kiên cố: 1202 phòng, bán kiên cố: 1190 phòng, tạm: 743. + Trung học ... cố: 1190 phòng, tạm: 743. + Trung học cơ sở: Tổng số 997 phòng, trong đó: kiên cố: 775 phòng, bán kiên cố: 124 phòng, tạm: 98. * Số lớp, số học sinh các ngành học, bậc học năm học 2011 – 2012...