Trixis Gemüsebeet
★☆☆[br]Berechne den Flächeninhalt des Gemüsebeets von Bauer Olaf auf 2 verschiedene Arten.[br][br][img]data:image/png;base64,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[/img]
★★☆[br]Trixi möchte ihr Gemüsebeet nun so einteilen, dass die 4 Felder alle gleich groß sind.[br]Das Gemüsebeet hat eine Länge von 7 m und eine Breite von 4 m.[br]Welche Länge und Breite hat jedes der 4 Felder? Welchen Flächeninhalt haben die 4 Felder jeweils?
★★☆[br]Im letzten Schritt des Applets kannst du die Einteilung des Gemüsebeets selbst verändern.[br]Dadurch ändern sich auch die Größen der einzelnen Felder.[br]Der Flächeninhalt des Gemüsebeets bleibt aber gleich.[br]Erkläre in eigenen Worten, warum das so ist.
★★★[br]In der Skizze wurden statt Längenmaßen die Variablen a, b, c und d verwendet.[br]Gib mindestens zwei Formeln zur Berechnung des Flächeninhalts A des großen Rechtecks an.[br]Verwende dafür die Variablen a, b, c und d.[br][br][img]data:image/png;base64,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[/img]
★★★[br]Sandra möchte auch ein Gemüsebeet mit 4 Feldern anbauen. Das Gemüsebeet hat eine Länge von 8 m und eine Breite von 5 m. Um die 4 Felder anzulegen, teilt sie die Länge des Gemüsebeets im Verhältnis 1 : 3. Die Breite teilt sie im Verhältnis 2 : 3.[br]Überlege dir, wie lange die einzelnen Teile des Gemüsebeets sind.[br]Erstelle eine Skizze des Gemüsebeets, in der du die 4 Felder einzeichnest.
Was gehört zusammen? - Level 1
[color=#ffffff]FLINKe Grüße[/color]