zdjęcia[0]

MATEMATYCZNY PROJEKT PH. "ŚWIĘTO MATEMATYKI” ZAKOŃCZONY

Nauczyciele matematyki Szkoły Podstawowej nr 1 w Człuchowie zakończyli realizację projektu ph. „Święto Matematyki”. Wydarzenie to obejmowało realizację 9 konkursów matematycznych:

- Zabawa z matematyką dla klas 8,

- Matematyczny Czar Par dla klas 7,

- konkurs na film, prezentację ph. „Ta niezwykła liczba π”  dla klas 8,

- konkurs na film, prezentację ph. „Matematyka wokół nas” dla klas 7,

- konkurs na plakat o treści matematycznej dla klas 4-5,

- konkurs na plakat z liczbą π dla klas 6,

- Dzień Matematyki dla wszystkich uczniów kl. 4,

- Dzień Matematyki dla wszystkich uczniów kl. 5,

- Dzień Matematyki dla wszystkich uczniów kl. 6.

Celem realizacji tego projektu było zachęcenie uczniów do nauki matematyki, przedstawienie tego przedmiotu jako nauki ciekawej, takiej, którą można się dobrze bawić.  Stworzono możliwości rywalizacji uczniom uzdolnionym matematycznie oraz warunki do promowania tych osób na forum szkoły. Ciekawe konkursy, wydarzenia matematyczne, supernagrody miały na celu zachęcenie tych jeszcze nie do końca przekonanych, ale mających predyspozycje matematyczne, do zainteresowania się matematyką.

[1]W pierwotnej wersji projekt miał obejmować  apel z okazji Święta Liczby π dla społeczności szkolnej i zaproszonych gości, ale z powodu pandemii i obostrzeń sanitarnych nie udało się go zrealizować  i w zamian uczniom zaproponowano  dwa inne konkursy.  O dofinansowanie projektu zwrócono się do Fundacji mBanku, który  przekazał szkole na jego realizację kwotę 2 490 zł.

Pomysłodawcą wniosku oraz autorem projektu była p. Grażyna Jażdżewska, a realizatorami działań zawartych w tym projekcie - wszyscy nauczyciele matematyki i informatyki uczący w Szkole Podstawowej nr 1 w Człuchowie.  Wsparcia w jego realizacji  udzieliła również p. Anna Sokołowska.

SZKOŁA PODSTAWOWA NR 1 IM. PRZYJACIÓŁ ZIEMI W CZŁUCHOWIE


Adres źródłowy: https://czluchow.eu/aktualnosc/matematyczny-projekt-ph-swieto-matematyki-zakonczony

Załączniki
  • [0] https://czluchow.eu/sites/default/files/styles/news_content/public/obrazek/2021-06/czar%20par%20kl%207..jpg?h=265803c4&itok=WwE1YfcT
  • [1] 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
  • [2] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/czar%20par%20kl%207..jpg?itok=IIUxik_z
  • [3] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/Dzie%C5%84%20Matematyki%204.jpg?itok=UMCQ9bSq
  • [4] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/Dzie%C5%84%20Matematyki%20kl%205.jpg?itok=NPY3yrvQ
  • [5] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/dzie%C5%84%20matematyki%20kl%206.jpg?itok=_o_UdQKD
  • [6] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/film%20kl8.jpg?itok=AYni8sjd
  • [7] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/Konkur%20plakat%20kl%206.jpg?itok=xAEdH9ft
  • [8] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/Konkurs%20na%20film%20lub%20prezentacj%C4%99.jpg?itok=P7Zv70xO
  • [9] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/Konkurs%20zabawa%20z%20mat.jpg?itok=YJmoWZEL
  • [10] https://czluchow.eu/sites/default/files/styles/vphoto_gallery_thumbnail/public/galerie/2021-06/matematyczny%20plakat%20kl%204-5.jpg?itok=iV_8RWb_