- Nauczyciel rozkłada na macie edukacyjnej fiszki z figurami geometrycznymi w dwóch różnych kolorach (niebieski i żółty).
- Nauczyciel przygotowuje również karteczki z działaniami matematycznymi. Dzieci po kolei podchodzą i losują karteczkę, a następnie rozwiązują zadanie.
- Jeżeli liczba jest mniejsza lub równa 5, dziecko programuje robota tak, by zająć pole z obrazkiem kwadratu,
- jeżeli jest większa od 5 a mniejsza od 10 – programuje robota na kartkę z trójkątem,
- jeżeli większa lub równa 10 – koło.
- Następnie dodajemy zmianę koloru:
- jeżeli cyfra jest parzysta, robot na figurze zmienia kolor na żółty,
- jeżeli jest nieparzysta to na niebieski.
- Jeżeli dzieci programowały już wcześniej czujniki, warto zachęcić ich do dodania czujników na początek programu, jako aktywatorów programu.
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Przykładowe rozłożenie kart na macie
Przykładowa karteczka z działaniem: 7+4
Wynik wylosowanego działania to 11. Liczba jest większa niż 10, dlatego należy zaprogramować robota na pole z kołem.
Dodatkowo liczba jest nieparzysta, celem robota będzie więc koło w kolorze niebieskim.
Przykładowy program dla sytuacji przedstawionej na powyższej macie