I 1.4, 1.12
II 2.1, 2.2, 2.3b, 2.4, 2.5, 2.6, 2.8
III 3.1, 3.1a, 3.2
IV 4.1, 4.2, 4.5
V 5.1, 5.2, 5.4
VI 6.1, 6.2, 6.3, 6.4
XI 11.7
1. Poznajemy nazwy kolorów, zwierząt oraz kierunków w języku angielskim
- Uczniowie siadają w ławkach. Nauczyciel umieszcza na tablicy obrazki z nazwami kolorów, zwierząt oraz kierunków.
- Następnie je odczytuje i powtarza wspólnie z uczniami.
- Uczniowie siadają w okręgu, nauczyciel powtarza z uczniami poznane słowa, koncentrując się na nazwach zwierząt. Uczniowie powtarzają te nazwy i próbują je sobie przyswoić.
2. Programujemy robota
- Na środku klasy nauczyciel rozkłada matę edukacyjną.
- Dzieli uczniów na dwie drużyny, które siadają przy przeciwległych bokach maty. Każda drużyna otrzymuje jednego robota oraz tablet z uruchomionym interfejsem Photon Code.
- Nauczyciel omawia z uczniami, w jaki sposób korzystać z bloczków odpowiedzialnych za ruch, zmianę koloru oczu i czułek oraz zmianę dźwięków.
- Dla każdej drużyny nauczyciel wyznacza pole startowe - wybrane pole znajdujące się na boku maty, przy którym siedzi dana drużyna.
- Grupy wykonują zadanie na przemian. Zadanie polega na zaprogramowaniu robota, w taki sposób, aby znalazł się na wybranym polu, na przeciwległym boku maty - tam, gdzie siedzą uczniowie przeciwnej drużyny. Robot powinien zatrzymać się na każdym mijanym polu i zmienić kolor oczu i czułek na wybrany, omawiany wcześniej kolor. Zadaniem uczniów jest wypowiedzenie nazwy tego koloru w języku angielskim. Na ostatnim polu robot powinien wydać dźwięk wybranego (spośród omawianych wcześniej) zwierzęcia.
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Przykładowy program
- Grupa przeciwna ma za zadanie odgadnąć nazwę tego zwierzęcia oraz ułożyć zdania z tym wyrazem, np.: I have got a cat, I like dogs lub I don’t like horses.
- Następnie grupa sterująca robotem musi zaprogramować robota tak, aby wrócił na pole startowe. Wówczas następuje zamiana ról.
- W ramach jednej drużyny uczniowie współpracują ze sobą, obmyślając algorytm dla robota i wymieniają się przy tym tabletem.
- Ćwiczenie powtarzamy, aż do wyczerpania wszystkich nazw zwierząt.