1. Wprowadzenie
- Nauczyciel informuje dzieci o tym, że dziś nauczą robota nowych rzeczy, a dokładniej poznają możliwości bloczka Jeżeli
i Czekaj.
- Nauczyciel tłumaczy na przykładzie jak działają bloczki:
- Bloczek JEŻELI:
Mama mówi do córki: Jak będziesz wracała ze szkoły, to zajdź do cioci. Jeżeli będzie w domu to weź od niej przepis na ciasto.
Jeżeli ciocia będzie - córka bierze przepis i idzie do domu.
Jeżeli nie będzie cioci - córka idzie prosto do domu.
- Bloczek CZEKAJ: Mama mówi do córki: Gdy będziesz wracała ze szkoły to zajdź do cioci. Zaczekaj aż wróci z pracy i weź od niej przepis na ciasto.
Córka idzie do cioci i czeka, aż ciocia wróci z pracy. Wtedy bierze przepis i wraca do domu.
Nauczyciel prosi dzieci, aby wymyśliły inne przykłady działania bloczka Jeżeli i bloczka Czekaj.
- Nauczyciel prosi dzieci, aby wymyśliły inne przykłady działania bloczka Jeżeli i bloczka Czekaj.
2. Programowanie
- Dzieci będą porównywały te dwa bloczki razem przy użyciu robota. Nauczyciel wywiesza na tablicy program:
Powtórz 3 razy (jedź do przodu 25 cm, czekaj na [tutaj dzieci kolejno wybierają każdy z czujników], dźwięk, skręt w lewo).
- Zadaniem dzieci jest przetestowanie każdego czujnika dostępnego w bloczku Jeżeli i każdego czujnika dostępnego w bloczku Czekaj, używając programu wywieszonego przez nauczyciela.
- Dzieci programują naprzemiennie według schematu: bloczek Czekaj: na dźwięk; bloczek jeżeli: dźwięk, itd. Dzieci mogą wykonywać zadanie w parach: jedno dziecko programuje, drugie dziecko aktywuje czujniki np. poprzez pogłaskanie.
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)
Przykładowy program z bloczkiem Jeżeli
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)
Przykładowy program z bloczkiem Czekaj
3. Zakończenie
- Podsumowujemy różnice w użyciu obu bloczków.
- Na koniec dzieci mają czas na stworzenie własnego, dowolnego programu w oparciu o bloczki Czekaj i Jeżeli.