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Załóżmy, że są liczbami naturalnymi takimi, że jest liczbą nieparzystą.

Przypadek I.

Wszystkie z tych liczb są liczbami nieparzystymi.

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Zauważmy, że

to iloczyn dwóch kolejnych liczb całkowitych, zatem któraś z nich musi być parzysta.

"}}]]}]]}]],"segment":""},"rootLayoutIncluded":true}]]],"segment":["page","206","d"]},"rootLayoutIncluded":true}]]}]],"segment":["bookId","11535","d"]},"rootLayoutIncluded":true}]}]]}]]}]]}]

MATeMAtyka 3. Zakres rozszerzony. Po gimnazjum

Matematyka / Podręcznik / Nowa Era

Ćwiczenie 1

Ćwiczenie 2