ІІІ. Хан-шатыры сауда ойын-сауық орталығы.
Осыдан бір жыл бұрын, Астананың туған күнінде сәулеттік тұрғыдан бірегей құрылыс – «Хан шатыры» сауда ойын-сауық орталығы ашылды. Ол қазір әлемдегі ең биік және ең үлкен шатыр, оның шпилінің биіктігі 150 метр. Ғимарат орасан зор мөлдір шатыр болып табылады. Оның күмбезінің арнайы материалдан жасалған, үш қабатты жабыны Астананың жазда 35 градус ыстық, қыста 30 градус аяз болатын қатаң ауа-райына шыдайды, күн сәулесін жақсы өткізіп, қысы-жазы бір температура ұстап тұруға мүмкіндік береді. Шатырдың жалпы ауданы он футбол алаңынан үлкен. Жобаның авторы белгілі архитектор Лорд Норман 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)
«Білім-таусылмайтын кен»
Тест есептер.
1. Теңдеуді шешу.
а) 0; в) 5; с) түбірі жоқ*
2. ![](data:image/png;base64,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)
а) 2,25; в) 2;* с) 3
3.
а) 0; в) 1; с) х- кез-келген сан
4.
а) 2; в) с) -4
5.
а) 3; в) с) 1
ІV. Мұхит аралы.
Қазақстанның астанасында әлемде мұхиттан ең қашық жердегі океанариум – «Думан» ойын-сауық орталығы орналасқан. Оған үш миллион литр су және 120 тонна теңіз тұзы жұмсалды. Мұнда теңіз жануарларының жүзден аса түріне жататын екі мыңнан аса балықтар мен түрлі жануарлар өмір сүреді. Келушілерді әсіресе акуланы тамақтандыру сәті аса қызықтырады.
Бұл кім?
Математикалық лото ойыны.
Жауаптары:
Жәутіков Орынбек Ахметбекұлы (1911-1989) - ғалым, физика-математика ғылымдарының докторы, профессор, Қазақстан Ғылым академиясының академигі, Қазақстанның еңбек сіңірген ғылыми және техника қайраткері, Қазақстанның Мемлекеттік сыйлығының лауреаты.Қарағанды облысы Ақтоғай ауданының Қызыларай ауылында дүниеге келген. Негізгі ғылыми еңбектері қозғалыстың орнықтылық теориясына, математика, физика теңдеулеріне, дифференциалдық теңдеулердің шексіз жүйелеріне, теориялық және қолданбалы механикаға, математика тарихы мен оның методологиясына арналған.
Достарыңызбен бөлісу: |