★☆☆[br]Schreibe in möglichst kurzer Schreibweise mit dem richtigen Vorzeichen.[br][list][*]5 Grad Celsius unter Null[/*][*]7 Grad Celsius über Null[/*][/list]
[list][*]-5 °C[/*][*]+7 °C oder 7 °C[/*][/list]
★☆☆[br]Der gegebene Thermometer kann Temperaturen zwischen -20 °C und +30 °C anzeigen. [br]Gib die Temperatur an, die gerade angezeigt wird.[br][br][img]data:image/png;base64,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[/img]
[br]Der Thermometer zeigt -18 °C an.
★☆☆ [br]Gib zwei Temperaturen an, die höher sind als -3 °C.
[br]Beispiele:[br][list][*]-2 °C und 3 °C[/*][*] -1 °C und 0 °C[/*][*] 5 °C und 2 °C[br][/*][*]...[/*][/list]
★☆☆ [br]Gib zwei Temperaturen an, die tiefer sind als +2 °C.
[br]Beispiele:[br][list][*]-4 °C und 0 °C[/*][*]-2 °C und -1 °C[/*][*]1 °C und -3 °C[br][/*][*]...[/*][/list]
★☆☆ [br]Welches Wort fehlt? [br]-4 °C ist eine ____ Temperatur als 10 °C.
★☆☆ [br]Welches Wort fehlt? [br]1 °C ist eine ____ Temperatur als -3 °C.