Utforsk areal av sammensatt figur

Fra digital lærebok i
Du skal nå ved hjelp av instruksene under bruke geogebra til å skissere figuren over.
1. Bruk [icon]/images/ggb/toolbar/mode_regularpolygon.png[/icon] til å lage en regulær firkant (kvadrat) på 40*40. Det gir en firkant som har like lange sider. [br]2. Bruk samme verktøy til å lage 4 små kvadrater på 20*20 inne i det store kvadratet (figuren over).[br]3. Bruk [icon]/images/ggb/toolbar/mode_circumcirclearc3.png[/icon] verktøyet til å lage en halv sirkel mellom tre punkter. Start i første kvadrat og bruk det første hjørnet som punkt, midtpunkt mellom de fire kvadratene og det nederste punktet. [br]4. Lag akkurat lik halvsirkel som starter i kvadratet som er lengst til høyre, se på figuren over. [br]5. Lag den siste like halvsirkel motsatt vei. Start i fjerde kvadrat som er nederst til høyre og la den slutte på y-aksen i -20.[br]6. Bruk [icon]/images/ggb/toolbar/mode_polygon.png[/icon] mangekant-verktøyet til å skille arealene fra hverandre. Se film under ...[br]7. Når du klikker i mangekanten som du vil fargelegge - velg farge slik som figuren under viser.[br] [img]data:image/png;base64,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[/img][br][br]
Hvordan fylle inn farge i figuren. Du kan velge innstillinger og farge, slik får du en mer variert palett enn den jeg viser.
I CAS kan du regne ut hvor stort det lyseblå arealet av hele figuren over er i prosent.

Information: Utforsk areal av sammensatt figur