Архитектуралық құрылыстардың, ғимараттардың биіктігін анықтау үшін оның ең биік нүктесінен табан жазықтығына перпендикуляр түсіреді.
Тік бұрышты параллелепипедтің кез-келген сызықтық өлшемі оның биіктігі бола алады.
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)
(Александров оқулығы бойынша)
а) Видео фрагменттегі параллелепипед диагоналінің ұзындығын табыңдар. Жалпы формуласы.
б) Дұрыс төртбұрышты пирамида берілген. Е төбесінен табанындағы төртбұрыш төбелеріне дейінгі ара қашықтықтар тең екенін дәлелдеңдер. Е төбесінен табан жазықтығына дейінгі ара қашықтықты өрнектейтін формулалар жазыңдар. (Тапсырма интерактивті тақтада орындалады, архивтегі дайын чертежді қолдана білу )
Жауаптары: а) б)
№ 5.25Александров (Шарты анимация бойынша, МК 1C-та сызу, есептеуін дәптерде орындау)
а) Бір ұшы қабырғаға тіреліп, екінші ұшы қабырғадан 3 м қашықтықта тұрған, ұзындығы 6 м болатын сатыны қабырғаға қарай 1 м-ге жақындатты. Сонда сатының жоғарғы ұшы қаншаға көтерілді? Ал, жоғарғы ұшы 1 м-ге төмендеу үшін, оны қаншаға жылжыту керек?
Жауабы: ,
Достарыңызбен бөлісу: |