Гуруҳ
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ФИО
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Баҳо
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610_17
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Исмолов И.
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Амалий иш №3
С++ builder дастурида 5хил диалог ойналар билан ишлаш.
Ишдан мақсад: Ушбу лаборатория ишида С++ builder дастурида 1)Формани формага боғлаш. 2)5хил диалог ойналар билан ишлаш..
Керакли жихозлар: Компьютер ва C++ Builder 6 ёки C++ Builder ХЕ7(ХЕ2, ХЕ3, ХЕ4, ХЕ5...) дастури.
Амалий қисим_1:
Фўрма хосил қилиб оламиз.
Бунинг учун: File->New->VCL Forms Application - C++ Builder.
Шунда бизга Form1 очилади.
Кейинги фўрмани хосил қилиб оламиз.
Бунинг учун: File->New->VCL Form - C++ Builder.
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)
Формани боғлаш масалан:
Биз Form1 да туриб Form2 ни alt+f11 клавиши ёрдмида боғлаймиз.
1-формадан туриб 2-формани чақириб олиш учун 1-форманинг бирон-бир обьектига: Form2->Show(); буйруғи билан 2-формани ишга тушира оламиз.
Do'stlaringiz bilan baham: |