Änderungen von Dokument BPE 13.2 Hauptsatz der Differenzial- und Integralrechnung
Zuletzt geändert von Holger Engels am 2026/10/12 09:22
Von Version 54.1
bearbeitet von Anna Kukin
am 2026/07/24 18:42
am 2026/07/24 18:42
Änderungskommentar:
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Auf Version 55.1
bearbeitet von Holger Engels
am 2026/09/23 17:43
am 2026/09/23 17:43
Änderungskommentar:
Neues Bild Integrale berechnen.svg hochladen
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... ... @@ -21,13 +21,11 @@ 21 21 1. Berechne das Integral von //h(x)// im Intervall {{formula}}I[0;3]{{/formula}}. 22 22 23 23 |=x|-1|0| 1|2| 3|4 24 -|=h {(x)}|1,5|0|-1,5|0|7,5|2425 -|=H {(x)}|2,13|3|2,13|1|4,13|1924 +|=h(x)|1,5|0|-1,5|0|7,5|24 25 +|=H(x)|2,13|3|2,13|1|4,13|19 26 26 {{/aufgabe}} 27 27 28 - 29 29 {{aufgabe id="HDI erklären" afb="II" kompetenzen="K4, K6" quelle="Sommerfeld" zeit="15"}} 30 - 31 31 Gegeben ist eine stetige Funktion {{formula}}f{{/formula}}. Die zugehörige Integralfunktion mit unterer Grenze {{formula}}a{{/formula}} ist definiert durch 32 32 {{formula}} 33 33 J_a(x) = \int_a^x f(t)\,dt. ... ... @@ -35,7 +35,7 @@ 35 35 36 36 (%class="abc" %) 37 37 1. Erläutere in eigenen Worten, was der Funktionswert {{formula}}J_a(x){{/formula}} geometrisch bedeutet. Fertige zur Veranschaulichung eine Skizze an. 38 -1. Gib den Wert {{formula}}J_a(a){{/formula}} an und begründe deine Antwort. 36 +1. Gib den Wert {{formula}}J_a(a){{/formula}} an und begründe deine Antwort. 39 39 1. Erläutere den Zusammenhang zwischen {{formula}}J_a{{/formula}}und f. 40 40 {{/aufgabe}} 41 41
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