giao an tin hoc 11 bai 10 cau truc lap

Giáo trình tin học 12 - Tiết 10 Cấu trúc bảng - (Tiết 2/4 tiết) potx

Giáo trình tin học 12 - Tiết 10 Cấu trúc bảng - (Tiết 2/4 tiết) potx

Ngày tải lên : 26/07/2014, 12:20
... dụng QUANLYHOCSINH.MDB Khi thiết kế bảng BANG_DIEM 4. Lưu bảng sau khi đã thiết kế xong: B1: Trong cửa sổ thiết kế, kích vào nút close của cửa sổ này (x), xuất hiện (H11) chọn ... Text 10 Tên GIOITINH YES/NO YES/NO Giới tính NGAYSINH DATE/ TIME Short date Ngày Sinh DIACHI Text 25 Địa chỉ TO Text 1 Tổ Yes Nếu yêu cầu, trường MAHS chỉ chứa 10 ký ... src="data:image/png;base64,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 5An9 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 111+ 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...
  • 18
  • 510
  • 0
Giáo án 1 Tin học 11 Chương III: Cấu trúc rẽ nhánh và lặp doc

Giáo án 1 Tin học 11 Chương III: Cấu trúc rẽ nhánh và lặp doc

Ngày tải lên : 23/03/2014, 08:20
... bài. 5 Giáo án 1 (Tin học 11) Chương III: CẤU TRÚC RẼ NHNH V LP Đ9: CU TRC R NHNH (tit 1) PPCT: Tiết 11 Ngày soạn: 08/09/2012 Ngày dạy:18/09/2012 Người dạy: Nguyễn Thị Thu Trang GV hướng dẫn: ... iff (x>1) and (y>1) then v := x+y; C. if (x>1) and (y>1) then v := x+y D. if (x:=1) and (y:=1) then v:= x+y; E. if (x>1) and (y>1) then v:=x+y; Đáp án đúng: E 6 3.3. Hoạt động ... cầu học sinh làm nhanh một số bài tập rèn luyện. Bài 1: Trong các câu lệnh sau, câu lệnh nào đúng? Giải thích cách chọn. A. if (x>1) and (y>1) then v= x+y; B. iff (x>1) and (y>1) then...
  • 8
  • 5.3K
  • 49
Giáo án tin học 9 - BÀI CÂU LỆNH ĐƠNKIẾN THỨC YÊU CẦU potx

Giáo án tin học 9 - BÀI CÂU LỆNH ĐƠNKIẾN THỨC YÊU CẦU potx

Ngày tải lên : 26/07/2014, 12:21
... Traicay = (Nhan, saurieng, cam, quyt); Taptraicay = Set of Traicay; Ví dụ: Khi khai báo một mẫu tin Type Hocsinh = record Hoten : String[40]; Write(R :10: 6); sẽ viết số thực chiếm 10 chỗ, ... SQRT(2); Writeln(‘Do ban day la gi? = ‘, Ketquamot : 10 : 1); Writeln(‘Ket qua nay la gi? = ‘, Ketquahai : 10 : 1); Writeln(‘Cung cau hoi nhu tren ‘, Ketquaba : 10 : 2); ... bàn phím. 10. Viết chương trình nhập vào một số nguyên (là số giây). Đổi số giây vừa nhập thành dạng x giờ y phút z giây. Ví dụ: Giả sử nhập 8950 chương trình báo 2 giờ 29 phút 10 giây ...
  • 25
  • 432
  • 0
Giáo án tin học 9 - BÀI CÂU LỆNH LẶP KIẾN THỨC YÊU CẦU ppsx

Giáo án tin học 9 - BÀI CÂU LỆNH LẶP KIẾN THỨC YÊU CẦU ppsx

Ngày tải lên : 26/07/2014, 12:21
... vòng lặp Repeat. Program Vonglap_Repeat; Var i : integer; Begin i := 10; Repeat Writeln(i); Until i = 10; Readln; End. Chạy thử chương trình bạn sẽ được 10. Thực hiện xong mới kiểm ... hiện vô tận, không thoát ra được, trừ khi Caulenh có chứa một phát biểu Goto nhảy khỏi vòng lặp While. Ví dụ : While True do Writeln(‘Se lap vo tan’);  Bạn thử thêm vào đoạn chương trình ... lặp lại một công việc cho đến khi nào một điều kiện được thoả. REPEAT Caulenh 1; Caulenh 2; ………… ………… Caulenh n; UNTIL Đieukien;  Các phát biểu bên trong thân Repeat được thực...
  • 36
  • 468
  • 2
Giáo án Tin học 11: Ôn tập học kỳ

Giáo án Tin học 11: Ôn tập học kỳ

Ngày tải lên : 02/11/2012, 11:33
... Kiên Nhiên A. 11 A. 11 B. 5 B. 5 C. C. 10 10 D. 8 D. 8 Câu 10 Câu 10 Cho xâu a = ‘ VUI DE HOC ‘ . Cho xâu a = ‘ VUI DE HOC ‘ . Hàm Length(a) cho kết quả bao ... Kết quả khác Kết quả khác Câu 11 Câu 11 So sánh 2 xâu sau : So sánh 2 xâu sau : a = ‘THANH PHO‘ a = ‘THANH PHO‘ b = ‘ THANH PHO HO CHI MINH‘ b = ‘ THANH PHO HO CHI MINH‘ A. A. Xâu ... WRITE(UPCASE(A[I])); WRITE(UPCASE(A[I])); NAUX AUM OC AOH NAUX AUM OC AOH C HOA CO MUA XUAN HOA CO MUA XUAN B ho a c o mua xuan ho a c o mua xuan A 8 8 Naux Aum Oc Aoh Naux Aum Oc Aoh D NAUX AUM OC AOH...
  • 28
  • 1.8K
  • 5
Giáo án Tin học 11

Giáo án Tin học 11

Ngày tải lên : 29/05/2013, 23:20
... giá trị tuyệt đối nằm trong phạm vi từ 10 -38 đến 10 38 extended 10 0 hoặc có giá trị tuyệt đối nằm trong phạm vi từ 10 -4932 đến 10 4932 10 Tiết 10 Bài tập A- Mục tiêu - Củng cố những ... chơng trình sử dụng cấu trúc while do. - HS: Quan sát và ghi bài. - Số tiền ban đầu gửi là A - LÃi suất hàng tháng là k% - Thời gian cần gửi là t - Ban đầu gán B:=A - Số tiền tháng sau B:=k*B+B *Củng ... xử lí thông tin ở những dạng nào? - HS: Suy nghĩ trả lời câu hỏi. - GV: Phân tích câu trả lời của học sinh đa ra một vài dạng thông tin nh sau: + Họ tên học sinh là những thông tin dạng văn...
  • 35
  • 3.2K
  • 36
Giáo án Sinh học 12 bài 10

Giáo án Sinh học 12 bài 10

Ngày tải lên : 08/06/2013, 01:25
... các tinh trùng khác nhau thụ tinh vào cùng một thời điểm. Trứng 1 X tinh trùng 1 hợp tử 1 2 2 2 Kiểu gen khác nhau, có thể cùng hoặc khác giới tính, có đặc điểm DT tơng đơng với anh chị ... Ngời mẹ dị Trang 60 chơng v di truyền học ngời - Đ 10. Phơng pháp nghiên cứu di truyền ngời và ứng dụng trong y học - Biên soạn: Nguyễn Văn Vu chơng v di truyền học ngời 10. phơng pháp ... đợc thụ tinh, qua những lần phân bào đầu tiên hợp tử tách thành hai hoặc nhiều tế bào riêng lẻ, mỗi tế bào này phát triển thành 1 cơ thể phân bào A 1 trứng X 1tinh trùng 1 hợp tử B Trang 61 ...
  • 6
  • 2K
  • 14
giao an tin hoc 11

giao an tin hoc 11

Ngày tải lên : 22/06/2013, 01:26
... toán 1: Tính tổng 100 1 2 1 1 11 1 + ++ + + + += aaaa S Bài toán 2: Tinh tổng sau 100 1 2 1 1 11 2 + + ++ + + + += aaaa S cho đến khi 1/(a+N)<0.0001 s:=1.0/a; for n:=1 to 100 do s:= s+ ... thức quan hệ - hiểu lệnh gán - viết đợc lệnh gán - viết các biểu thức số học và logic với các phép toán thông dụng II. lên lớp 1. ổn định lớp Lớp Sí số Vắng Có phép 11A 11A 11A 11A ... pháp: Read(<danh sách biến vào>); Hoặc Readln(<danh sách biến vào>); 2. Đa dữ liệu ra màn hình Cú pháp: Write(<danh sách kết quả ra>); Hoặc Writeln(<danh sách kết quả ra>); Gv: Danh...
  • 46
  • 984
  • 7
giao an tin hoc 11 tiep

giao an tin hoc 11 tiep

Ngày tải lên : 22/06/2013, 01:26
... trình mÉu Program b10; Uses crt; Var a: array[1 100 ,1 100 ] of integer; S, i, j, m, n :integer; Begin Clrscr; Write(‘moi ban nhap so hang m = ‘); Readln(m); Write(‘moi ban nhap so cot n = ... b5; Uses crt; Var A:array[1 100 0] of integer; D, i: integer; Begin Writeln(‘moi ban nhap so phan tu’); Readln(n); For i:= 1 to n do Begin Write(‘ban nhap vao so hang thu’,i,’:’); Write(A[,i,]=); ... / Begin Write( moi ban nhap so hang m = ‘); Readln(m); Write(‘ moi ban nhap so cot n = ‘); Readln(n); For i:= 1 to m do For j:= 1 to n do Begin Write(‘ moi ban nhap phan tu a[‘,i,’,’,j,...
  • 17
  • 662
  • 2
giao an tin hoc 11

giao an tin hoc 11

Ngày tải lên : 22/06/2013, 01:26
... trình mẫu Program b10; Uses crt; Var a: array[1 100 ,1 100 ] of integer; S, i, j, m, n :integer; Begin Clrscr; Write(‘moi ban nhap so hang m = ‘); Readln(m); Write(‘moi ban nhap so cot n = ... thuyết vào bài tập. - Trang bị các kiến thức cớ bản cho các giờ thực hành tiếp sắp tới. II. Lên lớp 1. ổ n định lớp Lớp Sĩ số Vắng Có phép 11A … ……… 11A … … ……… 11A … … ……… 11A … … 2. Bài mới Nội ... b5; Uses crt; Var A:array[1 100 0] of integer; D, i: integer; Begin Writeln(‘moi ban nhap so phan tu’); Readln(n); For i:= 1 to n do Begin Write(ban nhap vao so hang thu,i,:); Write(A[,i,]=); ...
  • 17
  • 650
  • 0

Xem thêm