[list][*]Dein [b]Grundwissen aus dem letzten Jahr [/b]kannst du mit deinem Schulbuch[i] (Kapitel 1: Wiederholung, Lösungen am Ende des Buches)[/i] wiederholen.[br][br][/*][*]Zusätzlich kannst du ...[br]... in der [b]5[/b]. Jahrgangsstufe die Aufgaben des[b] [url=https://www.isb.bayern.de/schularten/realschule/leistungserhebungen/probeunterricht/mathematik/]Probeunterrichts[/url] [/b](Stoff Grundschule) durcharbeiten.[br]... in der [b]6[/b]. Jahrgangsstufe die Aufgaben des [b][url=https://www.isb.bayern.de/schularten/realschule/leistungserhebungen/jahrgangsstufentests/mathematik/]Jahrgangsstufentests 6[/url][/b] (Stoff 5. Klasse) durcharbeiten.[br]... in der [b]7[/b]. Jahrgangsstufe die Aufgaben des [b][url=https://www.isb.bayern.de/schularten/realschule/leistungserhebungen/grundwissentests-mathematik/]Grundwissentests 7[/url][/b] (Stoff 6. Klasse) durcharbeiten.[br]... in der [b]8[/b]. Jahrgangsstufe die Aufgaben des [b][url=https://www.isb.bayern.de/schularten/realschule/leistungserhebungen/jahrgangsstufentests/mathematik/]Jahrgangsstufentests 8[/url][/b] (Stoff 7. Klasse) durcharbeiten.[br]... in der [b]9[/b]. Jahrgangsstufe die Aufgaben des [b][url=https://www.isb.bayern.de/schularten/realschule/leistungserhebungen/grundwissentests-mathematik/]Grundwissentests 9[/url][/b] (Stoff 8. Klasse) durcharbeiten.[br] [br] [br][br][/*][/list]

[list][*]Dein [b]Grundwissen aus dem aktuellen Jahr [/b]kannst du mit deinem Schulbuch festigen: Grundwissen-Seite am Ende eines Kapitels (mit Lösungen hinten im Buch)[br][br][/*][*]Zusätzlich kannst du ab Jahrgangsstufe 7 die Leistungsaufgaben des LehrplanPLUS durcharbeiten:[br][url=https://www.lehrplanplus.bayern.de/sixcms/media.php/71/RS_M_07_%20Leistungsaufgaben_7I.pdf]7I [/url][url=https://www.lehrplanplus.bayern.de/sixcms/media.php/71/RS_M_07_%20Leistungsaufgaben_7II.pdf]7II[/url][br][url=https://www.lehrplanplus.bayern.de/sixcms/media.php/71/RS_M_08_Leistungsaufgaben_8I.pdf]8I [/url][url=https://www.lehrplanplus.bayern.de/sixcms/media.php/71/RS_M_08_Leistungsaufgaben_8II.pdf]8II[/url][br][url=https://www.lehrplanplus.bayern.de/sixcms/media.php/71/RS_M_09_Leistungsaufgaben_9I.pdf]9I[/url] [url=https://www.lehrplanplus.bayern.de/sixcms/media.php/71/RS_M_09_Leistungsaufgaben_9II.pdf]9II[/url][br][br] [br] [br][/*][/list]

Hier findest du das Grundwissen (mit vielen Beispielaufgaben) der einzelnen Jahrgangsstufen ([i]Klick auf Link und danach auf entsprechende Kachel[/i]):[br][br][list][*][url=https://www.lehrplanplus.bayern.de/zusatzinformationen-kacheln/kapitel/64300/fachlehrplaene/realschule/10/mathematik/wpfg1#]WPFG I (Grundlegenden Inhalte)[/url][/*][*][url=https://www.lehrplanplus.bayern.de/zusatzinformationen-kacheln/kapitel/66135/fachlehrplaene/realschule/10/mathematik/wpfg2-3]WPFG II/III (Grundlegenden Inhalte)[/url][/*][/list][br][img]data:image/png;base64,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[/img]