de tai thuc tap khoa cong nghe thong tin

... diện nhóm học hỏi các bài làm của nhóm khác, hoặc đặt câu hỏi trực tiếp với giáo viên. - HS: nghe giảng và xây dựng dược dàn ý:[phần khai báo]Begin {nhập xâu S} N:=length(S); {khởi trị...

... mạnh của Công nghệ thông tin trong đời sống - xã hội nói chung và trong giáo dục nói riêng đã dần được khẳng định… “Công nghệ thông tin là tập hợp các phương pháp khoa học,các phương tiện và ... nghệ thông tin vào nhà trường. - Cán bộ giáo viên trong nhà trường hiện nay có 19 thầy cô giáo trựo tiếp tham gia công tác giảng dạy. Trong đó : + Tổ khoa học tự nhiên có : 7 GV + Tổ khoa học ... kỉ của khoa học và công nghệ. Bản thân tôi luôn trăn trở: "Mình phải làm gì để nâng cao trình độ của mình". Tôi đã tìm được cho mình một lối đi : Sử dụng công nghệ thông tin để nâng...

... các yếu tố sau: - Trước hết là độ tin cậy của trắc nghiệm ảnh hưởng đến độ giá trị, độ tin cậy thấp sẽ hạn chế độ giá trị. Bất cứ yếu tố nào ảnh hưởng đến độ tin cậy đều ảnh hưởng đến độ giá ... quả phân tích độ tin cậy (Reliability Analysis Alpha) của toàn bài trắc nghiệm trong đề số 1 44 Bảng 3.2: Các thông số về độ tin cậy (Reliability Statistics) 46 Bảng 3.3: Hệ số tin cậy Alpha ... + Tích vào các hộp Hotenlling’s Tsquare và Tukey’s test. + Chọn continue \ Ok. Kết quả tại Out put ta có bảng mức độ tin cậy của từng item của thang đo (là các câu hỏi trong trắc nghiệm)....

... TRƯỜNG ĐẠI HỌC NGÂN HÀNG TPHCM ĐỀ THI HẾT HỌC PHẦN LẦN 1 KHOA CÔNG NGHỆ THÔNG TIN Thời gian: 60 phút (Không sử dụng tài liệu) Môn: TIN HỌC ĐẠI CƯƠNG Lớp: ___________________– Mã số đề: IT001.0809.11.06 ... ___________ Số BD: ___________ THỰC HIỆN BÀI TẬP EXCEL TRÊN MÁY TÍNH: Lưu tệp tin tenlop_tensinhvien.xls (tên tệp tin là tiếng Việt – không dấu) và thực hiện các yêu cầu sau: Cho bảng dữ liệu ... HL5-07 ASEAN Mới 80 HL5 Rượu Pháp 2000 75% ĐỀ THI HẾT HỌC PHẦN LẦN 1 KHOA CÔNG NGHỆ THÔNG TIN Trâm 6 Nguyễn Việt Thắng HL4-07 G7 Cũ 92 7 Mai Trọng Tường HL1-08 ASEAN...

... cac thong tin 4: kiem tra cac thong tin 5: kiem tra cac thong tin 9: xac nhan thong bao nhap lai hoac thoat10: us eCase ket thuc 7: gui thong bao thanh cong 8: gui thong bao them khong thanh cong 6: ... cac thong tin 4: kiem tra cac thong tin 5: kiem tra cac thong tin 9: xac nhan thong bao chon lai hoac thoat10: useCase ket thuc 7: gui thong bao thanh cong 8: gui thong bao xoa khong thanh cong 6: ... cac thong tin 4: kiem tra cac thong tin 5: kiem tra cac thong tin 9: xac nhan thong bao nhap lai hoac thoat10: useCase ket thuc 7: gui thong bao thanh cong 8: gui thong bao them khong thanh cong 6:...

... nghĩa sẵn, send_file(fileName, destination). Trong đó fileName là tập tin cần truyền đi, destination là điạ chỉ của máy tính nhận tập tin. ã Tng A phõn chia tp tin thnh nhiu thụng điệp và truyền ... Khoa Công Nghệ Thông Tin - Giáo Trình Mạng Máy Tính – V1.0 1.4.2.2 Mạng chuyển gói Trong phương pháp này, thông tin trao đổi giữa hai máy tính (end systems) được phân thành những gói tin ... Học Cần Thơ - Khoa Công Nghệ Thông Tin - Giáo Trình Mạng Máy Tính – V1.0  Giao thức: là một tập các luật mô tả khuôn dạng dữ liệu, ý nghĩa của các gói tin và thứ tự các gói tin được sử dụng...

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... can be used to develop multimedia content on more than one operating system,while others are available for only one operating system. It is important distinguish thecontent development platform ... character of the program. Hubbard(1988) expanded Phillips’ system and integrated it with one developed independently byRichards and Rodgers (1982) for describing and analyzing language teaching ... using the features contained in Presenter. These features include:* A variety of pre-designed skins & navigation buttons * Record a voiceover track and key it into slide/slide animations* Import...

... Vào folder sites/default/default.settings.php , sau đó copy file default.settings.php thành 2 file và đổi tên 1 file thành settings.php, lúc này có 2 file default.settings.php và setttings.php. ... trữ thông tin trong cơ sở dữ liệu, mỗi loại thông tin có bảng cơ sở dữ liệu riêng của mình. Ví dụ, các thông tin cơ bản về các Node trên trang web của bạn được lưu trữ trong bảng Node, và nếu ... mà có thể bao gồm các header, footer, sidebars, và phần nội dung chính, theme của bạn có thể xác định các Region khác. Ngăn chặn được các đoạn rời rạc của thông tin được hiển thị ở Region...

... SETUP: Chứa các tập tin dùng để install chương trình thi hành, cáctập tin dữ liệu thử. SOURCE: Chứa các tập tin nguồn, các tập tin dữ liệu thử. Thư mục: THESIS: Chứa các tập tin tài liệu văn ... học. 11 TRƯỜNG ĐẠI HỌC CÔNG NGHIỆP HÀ NỘI KHOA CÔNG NGHỆ THÔNG TIN HƯỚNG DẪN CÁCH TRÌNH BÀY VÀVIẾT BÀI TẬP LỚNDành cho sinh viên Khoa Công nghệ thông tin Hà Nội, 11-2011 Theo báo cáo của uỷ ... vào phần Header và Footer.1.2.1 Bìa cứng và bìa gáyBìa cứng bao gồm các thông tin sau (xem ph lc 1):ã Trng i hc Cụng nghip H Ni (kốm theo biu tng catrng)ã Khoa Cụng ngh thụng tin ã Tờn Bi...

... giải thích tại sao đường giới hạn khả năgsản xuất lại là đường cong lồi.HTTT Kinh tế-8 Kinh tế Vĩ mô Khoa Công nghệ thông tin Đến lượt mình, wr trong thị trường lao động vận động để phản ... thành đường thẳng và quy luật này không còn đúng nữa.HTTT Kinh tế-9 Kinh tế Vĩ mô Khoa Công nghệ thông tin Các loại thuế trực thu phổ biến là thuế thu nhập cá nhân, thuế thu nhập doanhnghiệp ... dịch vụ, yếu tố sản xuấtDN Hộ GĐThu nhập từ việc cung hàng hóa, dịch vụ Kinh tế Vĩ mô Khoa Công nghệ thông tin 100 2500101 2520 20102 2535 15103 2545 10Với diện tích gieo trồng ấn định thì...

... QRP (Luật bù kép) )( QRP (Luật De Morgan) )( QRP (Luật De Morgan) )()( QPRP (Luật phân phối) )()( QPRP (Luật De Morgan) )()( QPRP (Luật De Morgan) b. Biết rằng mệnh đề P(x,y) ... BỘ ĐỀ TOÁN RỜI RẠC Dùng cho sinh viên khoa Công nghệ thông tin và cho thí sinh luyện thi cao học ngành Khoa học máy tính Biên soạn: BÙI TẤN NGỌC ... 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