Domača naloga LA010.1

Naj bo V=\mathbb R[X]_{\leq 5} vektorski prostor vseh polinomov stopnje \leq 5 in U=\{p\in V\mid p(0)=0\}, W=\{p\in V\mid p'(0)=0\}. Pokaži, da sta U,W vektorska podprostora, poišči baze in dimenzije U, W, U+W, U\cap W.

Rok za oddajo je ponedeljek, 15.marca ob 13:00. Naloge oddajte v moj poštni predal na Gosposvetski 84. Zagovori bodo v sredo, 17.marca ob 17:15 pri Gregorju Donaju (na Gosposvetski 84).

This entry was posted in Linearna algebra (FNM), Pedagoško delo. Bookmark the permalink.

One Response to Domača naloga LA010.1

  1. Gregor Donaj says:

    Zagovorji bodo v predavalnici P2 na gosposvetski.

    Gregor Donaj

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