2- тапсырма
2) Эллипсті пайдалана отырып, компоноватьпреобразованиянаклон(скос)
біріктіру түрлендіру наклон (скос) арқылы мына фигураны салыңыз
3-тапсырма
Көпбұрышты пайдалана отырып, саймандар тақтасындағы интерактивті созу (иентерактивное выдавливание) батырмасының көмегімен мына фигураларды салыңыз.
2.
1. 3. 4. 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)
Каталог: download -> version -> 1413608975 -> module -> 10522068477 -> nameversion -> Өмірбаяны Ақан сері, Ақжігіт Қорамсаұлы (1843 жылы бұрынғы Көкшетау облысы Үлкен Қоскөлдің маңы 1913 жылы, сонда) ақын, әнші, композитор. Әкесінің есімі Қорамса, шешесі Жаңылversion -> Абылай ханversion -> Бағдарламасы 5-9 сыныптар Астана 2010 Қазақстан республикасы білім және ғылым инистрлігіversion -> Ғалымдардың ең ежелгі адамды атауыversion -> Өмірбаяны Ақан сері, Ақжігіт Қорамсаұлы (1843 жылы бұрынғы Көкшетау облысы Үлкен Қоскөлдің маңы 913 жылы, сонда) ақын, әнші, композитор. Әкесінің есімі Қорамса, шешесі Жаңылversion -> Mұхтар Омарханұлы Әуезовversion -> ТҮркістан қаласыversion -> Абай Құнанбайұлыversion -> Міржақып Дұлатұлы
Достарыңызбен бөлісу: |