Die [b]Gerade g[/b] besitzt die [b]Gleichung y = -0,4x + 2,2[/b] .[br][right][math]G=\mathbb{Q}\times\mathbb{Q}[/math][/right]a) Prüfe durch Rechnung, ob der Punkt P (13|-3) auf der Geraden g liegt.[br]b) Prüfe durch Rechnung, ob der Punkt Q (-8|5,5) auf der Geraden g liegt.[br][br]c) Der Punkt R (-10|y[sub]R[/sub]) liegt auf der Geraden g. Berechne die fehlende y-Koordinate.[br]d) Der Punkt S (x[sub]S[/sub]|-4,8) liegt auf der Geraden g. Berechne die fehlende x-Koordinate.[br][br]f) Berechne die Nullstelle der Funktion g mit der Gleichung y = -0,4x + 2,2 .[br][br][br][img 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[/img][br]