đồ án tin học ứng dụng

... xử lý thông tin Thu thập thông tin Lưu trữ thông tin Xử lý thông tin Tra cứu thông tin Truyền dẫn thông tin 14Biến chuyển của thế giớiXã hội phát triển do sự vận dụng trí tuệ ... nỗ lực lớn của số ít người thúc đẩy nỗ lực nhỏ của nhiều người (khuếch tán và khuếch đại tri thức) 2 ỨNG DỤNG TIN HỌC TRONG QUẢN LÝ HÀNH CHÍNHDOAN MINH THANGNAPA-IT CENTERACADEMY OF PUBLIC ... thuËt(scholarship)Các khái niệm dữ liệu, thông tin, tri thức theo một số tác giả 31TRI THC (Knowledge)ã Mt khi lng thụng tin + phán đoán đã được xử lý, đồng hoá đưa vào nhận thức của cá nhânMINH...

... Nguồn tài liệu tham khảo: Tin Học Ứng Dụng cho ngành máy tàu biển của TSKH Đỗ Đức Lưu Ngày tháng năm 2009 Ngày tháng năm 2009 Trưởng khoa/Tổ trưởng bộ môn Giáo viên ... tin (bản ghi), bạncó thể sử dụng các phím sau: : Đến mẫu tin trước / sau mẫu tin hiện hành Enter: Đến mẫu tin sau mẫu tin hiện hành PgUp / PgDn: Đến mẫu tin / đầu cuối  Tab / Shift ... dữliệu- Công dụng của các nút lệnh trong hộp thoại: New : Nhập mẩu tin mới Detele : Xóa mẫu tin hiện hành Restore : Khôi phục dữ liệu vừa nhập / xóa Find Prev : Đến mẫu tin trước mẫu tin hiện...

... Samonella: âm tính/25g - E.coli: âm tính/25g 3.3. Ứng dụng 3.3.1. Ứng dụng trong thực phẩm. Quy trình sản xuất xanthan gum nhóm 2 37 3.3.3. Ứng dụng trong công nghiệp dầu mỏ Trong lĩnh vực ... các nhánh chính và nhánh phụ, sự xắp xếp này chống lại tác động của enzyme lên liên kết 1,4 trong nhánh chính. Nhờ đó mà ngăn cản được sự ngưng trùng hợp do enzyme, acid và kiềm. Ứng dụng thực ... học xoắn đôi nhưng không đối xứng nhau. Mạch nhánh và mạch thẳng xoắn chặt với nhau tạo thành hình dạng bền chặt. Các phân tử có thể co lại hình xoắn ốc kép hình thành nên cấu trúc đặc quánh,...

... bóng láng. Mặt khác, nhờ có ẩm mà mặt bánh dai, chậm khô do đó giữ được khí và hơi làm cho bánh nở to hơn. Ngoài ra, làm ẩm còn có tác dụng đốt nóng bánh MÔN: ỨNG DỤNG CÔNG NGHỆ SINH HỌC TRONG ... bánh nở Ép khí Tạo hình Chia bột Rạch bánh và nướng bánh MÔN: ỨNG DỤNG CÔNG NGHỆ SINH HỌC TRONG CÔNG NGHỆ THỰC PHẨM GVHD: THS. NGUYỄN THỊ THU SANG NHÓM 4 1 LỜI MỞ ĐẦU Bánh ... bánh trong môi trường không đủ ẩm thì bánh ít nở, vỏ bánh nứt và không vàng đều, có chỗ còn trắng, có chỗ cháy. Đặc biệt vỏ bánh dày và cứng ngăn cản nhiệt xâm nhập vào ruột bánh.  Nếu bánh...

... CĐ KT–KT Vinatex TP.HCM Lâm Ngọc ÁnhBước 4: Định nơi đặt đồ thị Đồ thị hiện trên 1 sheet mới Đồ thị hiện trên 1 sheet mới Đồ thị hiện trên 1sheet đã tồn tại Đồ thị hiện trên 1sheet đã tồn tại ... Lâm Ngọc ÁnhBước 3: Các lựa chọn - Tab TitlesTiêu đề đồ thị và tiêu đề các trụcNhập tiêu đề đồ thịNhập tiêu đề trục XNhập tiêu đề trục Y Trường CĐ KT–KT Vinatex TP.HCM Lâm Ngọc ÁnhVẼ ... TP.HCM Lâm Ngọc ÁnhChú ý: Với đồ thị dạng XYPhải sắp xếp cột (hàng) đầu tiên tăng dần.Khi chọn dữ liệu vẽ đồ thị: chỉ chọn số liệu, không chọn dữ liệu làm nhãn và chú giải. Đồ thị dạng...

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... cict@agu.edu.vn ĐỀ KIỂM TRA CHỨNG CHỈ TIN HỌC ỨNG DỤNG TRÌNH ĐỘ A QUỐC GIA Thời gian thi: 135 phút Ngày thi: 06-12-2009 Đề thi số: Lưu ý: - Thí sinh lưu các tập tin, thư mục vào ổ đĩa Z: để ... Đề thực hành Trang 1/5 TRUNG TÂM TIN HỌC - ĐẠI HỌC AN GIANG Số 25 - Võ Thị Sáu, TP Long xuyên, An giang Tels: (076) 3945454 – ext. 666; ... shortcut là SeaGames25 b. Control Panel. c. Tập tin notepad.exe. d. Đối tượng My Computer 5. Sử dụng chương trình WordPad, bạn hãy tạo tập tin LyThuyet.rtf có nội dung trả lời các câu hỏi...

... lượng phát triển cư dân, ứng dụng của Internet Việt Nam thì vẫn đáng lo ngại. Vì thế, những thách thức là rất to lớn. N T Đề thực hành Trang 1/4 TRUNG TÂM TIN HỌC - ĐẠI HỌC AN GIANG Số 25 ... cict@agu.edu.vn ĐỀ KIỂM TRA CHỨNG CHỈ TIN HỌC ỨNG DỤNG TRÌNH ĐỘ A QUỐC GIA Thời gian thi: 135 phút Ngày thi: 24-01-2010 Đề thi số: Lưu ý: - Thí sinh lưu các tập tin, thư mục vào ổ đĩa Z: để ... Options c. Tập tin calc.exe. d. Đối tượng Internet Explorer 3. Sử dụng chương trình WordPad, bạn hãy tạo tập tin LyThuyet.rtf có nội dung trả lời các câu hỏi sau đây: a. Một tập tin có dung...

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...

... xây dựng cổng thông tin hỗ trợ học tập và đào tạo trực tuyến tin học ứng dụng trình độ A, B, Tin văn phòng tại Trung tâm Phát triển Phần mềm,Đại học Đà Nẵng2. Khả năng ứng dụng đề tài vào thực ... ngưòi học tự đánh giá mức độ tiến bộ trong quá trình học như các bài tập lớn, cácbài học và cũng có thể là kiểm tra đánh giá chính xác kết quả học tập của học viên thông quabài thi. Bài học Cho ... DỤC VÀ ĐÀO TẠOĐẠI HỌC ĐÀ NẴNG***BÁO CÁO TỔNG KẾTĐỀ TÀI NGHIÊN CỨU KHOA HỌC VÀ CÔNG NGHỆCẤP CƠ SỞTÊN ĐỀ TÀI ỨNG DỤNG MOODLE TRIỂN KHAIĐÀO TẠO TRỰC TUYẾN TIN HỌC ỨNG DỤNGTRÌNH ĐỘ A, B,...

...

... dịch vụ thông tin cá nhânVũ Thanh Tùng D2001VTvi Đồ án tốt nghiệp đại học Chương 3: Truyền thông UWTrước đây UWB là hệ thống băng gốc không sử dụng sóng mang. Tuy nhiên việc sử dụng sóng mang ... xung là nhỏ Đồ án tốt nghiệp đại học Danh mục hình, bảngLỜI NÓI ĐẦUSo với các lĩnh vực truyền thông khác, thông tin vô tuyến có sự tăng trưởng nhanh chóng. Xu hướng hiện nay là sử dụng các thiết ... công nghệ này. Trong nội dung đồ án này em sẽ nghiên cứu tổng quan về hệ thống truyền thông UWB và đánh giá hệ thống dưới quan điểm xử lí tín hiệu. Về nội dung đồ án được chia thành 4 chương:Chương...

... nguồn gốc dầu mỏ thƣờng sử dụng. Do ƣu điểm này, dung môi sinh học đƣợc ứng dụng trong ngành sơn, nhựa alkyt. b. Ứng dụng trong ngành in. Ở một số nƣớc, nhƣ Mỹ đã ứng dụng metyl este làm mực ... công nghiệp và trong cuộc sống. Những ứng dụng tiêu biểu của dung môi sinh học là: a. Ứng dụng trong ngành sơn. Dung môi sinh học có khả năng phân huỷ sinh học và có khả năng bay hơi tƣơng đƣơng ... quả của dung môi sinh học thƣờng thấp hơn so với dung môi dầu mỏ.[1] 1.4.3. Những ứng dụng và triển vọng của dung môi sinh học. Hiện nay, dung môi sinh học đã đƣợc ứng dụng trong rất nhiều...

... Đồ án tốt nghiệp chuyên ngành Tin học Trắc địa Nguyễn Văn Trường 39 Tin học Trắc địa K47 b. Sơ đồ thuật toán Hình 2.16 Đồ án tốt nghiệp chuyên ngành Tin học ... Existing nếu muốn mở một ứng dụng có sẵn.  Chọn Tab Recent nếu muốn mở các ứng dụng gần nhất. Đồ án tốt nghiệp chuyên ngành Tin học Trắc địa Nguyễn Văn Trường 38 Tin ... MP,1,,2498511.2960,374077.3656,0.0000, Đồ án tốt nghiệp chuyên ngành Tin học Trắc địa Nguyễn Văn Trường 10 Tin học Trắc địa K47 1.3 Bản đồ số địa hình 1.3.1 Khái niệm chung Bản đồ số là loại bản đồ trong...