Domača naloga MatR.1

Naj bodo \vec 0\neq \vec a,\vec b,\vec c poljubni vektorji, za katere velja \vec a\times \vec b=\vec a \times \vec c in \vec a\cdot \vec b=\vec a\cdot \vec c. Pokaži, da je \vec b=\vec c.

Rok za oddajo je petek, 6.november ob 10:00. Naloge oddajte v moj poštni predal na Gosposvetski 84. Zagovori bodo v ponedeljek, 9.novembra ob 18:00 pri Gregorju Donaju na njegovi tutorski uri.

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