Tegoroczny egzamin maturalny z matematyki w opinii eksperta matematyki był na podobnym poziomie co zeszłoroczny. Na maturze z matematyki pojawiły się jak zwykle zadania ze wszystkich działów. Najtrudniejszym zadaniem mogło okazać się zadanie otwarte na dowodzenie, związane z okręgiem i jego cięciwą. Aby zdać maturę z matematyki należy uzyskać 30 proc. punktów – czy zdaniem eksperta uda się to większości uczniów?
Matura z matematyki dla wszystkich maturzystów jest obowiązkowa. Od wielu lat spędza sen z powiek uczniom. Maturzyści odczuwają dużą presję – to od jej wyników zależy dostanie się na wymarzone studia. Arkusz egzaminacyjny składał się z dwóch rodzajów zadań. Pierwsza część zawierała 25 zadań zamkniętych wraz z podanymi odpowiedziami, z których jedna była właściwa. Drugą część egzaminu stanowiły zadania otwarte, które wymagały przedstawienia toku rozumowania i rozwiązania, które prowadziło do odpowiedzi.
Tegoroczna matura na poziomie podstawowym nie powinna specjalnie zaskoczyć przystępujących do niej uczniów. Zagadnienia na niej poruszane były, tak jak powinny, na poziomie bazowej wiedzy i jej wykorzystania w praktyce. Zadania testowe raczej nie wymagały dużego zastanowienia, a jedynie zastosowania odpowiednich wzorów lub twierdzeń. Jeżeli ktoś przez rok przygotowywał się sumiennie do matury z matematyki, nie powinien mieć problemu z rozwiązaniem większości zadań z tegorocznego arkusza – komentuje Małgorzata Grymuza, ekspertka MathRiders.
Porównując arkusze z 2019 roku z tymi z 2018 roku ewidentnie widzimy sporo zadań analogicznych na obu wersjach. Zeszłoroczny egzamin maturalny z matematyki na poziomie podstawowym potwierdził, że maturzystom nie sprawiają trudności zadania, które sprawdzają pojedyncze, mało skomplikowane umiejętności. Najlepsze wyniki zdający uzyskali w zadaniach zamkniętych: z rachunku prawdopodobieństwa za obliczenie prawdopodobieństwa w prostej sytuacji z zastosowaniem klasycznej definicji prawdopodobieństwa, za wykonanie obliczeń procentowych oraz z ciągów liczbowych za wykorzystanie wzoru na n-ty wyraz ciągu arytmetycznego. Zdający osiągnęli bardzo dobre wyniki w zadaniach krótkich, wymagających jedynie zastosowania wzorów. Które zadania poszły najlepiej uczniom w tym roku, dowiemy się już za dwa miesiące.
Zgodnie ze statystykami dotyczącymi poziomu zdawalności matury – od 2014 roku zdawalność nie przekracza poziomu 80%, jak to miało miejsce w latach wcześniejszych. Ubiegłoroczna matura poszła najlepiej od 2014 roku. Jak poszło maturzystom w tym roku, dowiemy się 4 lipca 2019 roku.
![](data:image/png;base64,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</div>
<BR clear=)
ostatnia zmiana: 2019-05-08