Pronađi krugove

Pronađi geometrijske figure oblika kruga i prevuci ih na desnu stranu.

Razlika među pojmovima

Na osnovu prikaza, označi samo one tvrdnje za koje misliš da su tačne.
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[/img]

Crtanje kruga i kružnice u GeoGebri

Crtanje kruga i kružnice u GeoGebri

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