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)
KIẾN THỨC YÊU CẦU
Hiểu được các khái niệm cơ bản về ngôn ngữ Pascal.
Biết cách cài đặt Pascal từ đĩa CD.
Biết cách sử dụng Pascal 7.0.
Biết tạo, lưu và mở tập tin chương trình.
Biết biên dịch và thực thi chương trình.
I/ Khái niệm
Ngôn ngữ lập trình (programming language): Là một hệ thống các kí
hiệu tuân theo các quy ước về ngữ pháp và ngữ nghĩa, dùng để xây dựng
các chương trình cho máy tính.
Ngữ pháp (syntax): Quy ước về quan hệ giữa các ký hiệu. Ví dụ trong
ngôn ngữ Pascal: các ký hiệu Begin, end phảI đi thành từng cặp, sau if
sẽ là một biểu thức điều kiện, sau đó là kí hiệu then.
Ngữ nghĩa (sematics): Quy ước về ý nghĩa của kí hiệu. Ví dụ trong ngôn
ngữ Pascal: dấu + biểu thị cho phép cộng, dấu - biểu thị cho dấu trừ
…Phát biều if …then … có nghĩa là “nếu … thì làm …”.
Chương trình (program): Là một tập hợp các mô tả, các phát biểu, nằm
trong một hệ thống quy ước về ý nghĩa và thứ tự thực hiện, nhằm điều
khiển máy tính làm việc.
Lập trình (to program): Làm ra chương trình, viết ra chương trình, còn gọI
là “thảo chương”.
II/ Cài đặt chương trình
1/ Cài đặt chương trình từ đĩa CD chứa chương trình Turbo Pascal
# Cho đĩa CD có chứa Turbo Pascal 7.0 (TP7.0) vào ổ đĩa CD.
# Vào cửa sổ My Computer hay Explore.
# Nhấp phảI chuột trên hình đĩa CD, chọn Open trong menu hiện ra.
# Nhấp phảI chuột trên thư mục TP7.0, chọn Open trong menu hiện ra,
hoặc nhấp đúp nút trái chuột vào thư mục TP7.0. Chúng ta sẽ thấy hình
như sau:
Hình H1 Cửa sổ chứa các thư mục và các tập tin trong thư mục TP7.0
# Nhấp đúp vào mục INSTALL, bạn thấy hộp thoạI hiện ra như hình H2.