Сабақтың ортасы
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Ширату тапсырмасы (Жұптық, ұжымдық жұмыс)
Талқылау сұрақтары:
- Спрайттың қадам санын қалай өзгертуге болады?
- Дыбыс деңгейін қалай арттыруға болады?
- Қалай ойында есеп жүргізуге болады?
- Нақты өмірде айнымалыларды қайда пайдалануға болады?
(Т) Спрайт пайдаланушыдан екі санды пернелік тақташадан енгізуін талап етіп, олардың қосындысын қайтаратын программаны қарастыру.
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)
(Ө, Қ) Оқушылардан жанасу санын есептеу үшін айнымалыларды пайдалана отырып ойын жасауды сұраңыз.
Тапсырма. Мысық тышқанға жетуге тырысады. Мысықтың әрекеттері пернелер арқылы басқарылады: солға, оңға, төмен, жоғары. Жанасу кезінде «жанасу» айнымалының мәні өседі. Жанасу саны 10-ға тең болғанда, ойынды тоқтатамыз.
Дескрипторы:
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«Ойлан-
жұптас-
бөліс» әдісі
Тақтаға ілінген суреттер.
Тапсырманы орындаған оқушыны ауызша мадақтау,
толықтыру жасау, бағыттау.
Қосымша жұмыс дәптері.
Айнымалылармен жұмыс атқару командалары
https://scratch.ucoz.net/index/0-16
Scratch ортасында айнымалыларды қолдану практикумы
https://clck.ru/GEiT5
Айнымалылар мен арифметикалық операциялар https://sites.google.com/site/pishemkody/urok-7
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