Aufgaben Zuordnungstyp erkennen

Lassen Sie sich bei der kommenden App-Aufgabe mindestens 10-mal ein neues Problem darstellen!
Jemand beschriftet all seine Bücher mit seinem Namen.[br][br]Entscheiden Sie, ob es sich um eine injektive Funktion, eine Funktion oder eine[br]gewöhnliche Zuordnung handelt:[br](nur ein Kreuz setzen)
Jeder Teilnehmer an einem Marathonlauf erhält eine Startnummer.[br][br]Entscheiden Sie, ob es sich um eine injektive Funktion, eine Funktion oder eine[br]gewöhnliche Zuordnung handelt:[br](nur ein Kreuz setzen)
Ein Temperaturschreiber notiert für jeden Zeitpunkt des Tages die Lufttemperatur.[br][br]Entscheiden Sie, ob es sich um eine injektive Funktion, eine Funktion oder eine[br]gewöhnliche Zuordnung handelt:[br](nur ein Kreuz setzen)
Jedem Schüler der Klasse werden die Sportvereine zugeordnet, denen er angehört.[br][br]Entscheiden Sie, ob es sich um eine injektive Funktion, eine Funktion oder eine[br]gewöhnliche Zuordnung handelt:[br](nur ein Kreuz setzen)
Dieses Liniendiagramm ordnet jedem Tag zwischen Juni 2021 und Juni 2022 den Preis in US-Dollar für ein Barrel (159l) Erdöl zu.[br][br][img]data:image/png;base64,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[/img][br]Der Graph geht hoch und runter und deshalb gibt es viele Tage, bei denen der Ölpreis den gleichen Wert hat.[br]Das bedeutet, dass das Diagramm keine Funktion darstellt![br]Stimmt das?
Bezárás

Információ: Aufgaben Zuordnungstyp erkennen