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Umfang von Quadrat und Rechteck<\/strong><\/span><\/span><\/p>\n\n

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<\/p>\n"},"subContentId":"04bb9161-b1dd-4d7e-8208-301552e451f2","metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"}},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""},{"x":3.416856492027335,"y":9.009009009009008,"width":95.7858769931663,"height":39.63963963963963,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
\n
Bei diesem Thema geht es darum, den Umfang von Quadraten<\/strong> und Rechtecken zu erkennen <\/strong>und zu berechnen<\/strong>.<\/span><\/span><\/p>\n\n
\n
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Quadrat:<\/strong><\/span><\/span> alle Seiten sind gleich lang und die Innenwinkel haben alle 90\u00b0.<\/span><\/strong><\/span><\/p>\n"},"subContentId":"8e9b0e2d-f95b-48e2-a8f4-aeb7e44edf05","metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"}},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""},{"x":54.66970387243736,"y":74.32432432432432,"width":38.496583143507976,"height":22.07207207207207,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
Rechteck:<\/strong><\/span><\/span> <\/span>gegen\u00fcberliegende Seiten sind gleich lang und die Innenwinkel haben alle 90\u00b0.<\/span><\/strong><\/span><\/p>\n"},"metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"},"subContentId":"2d06cc94-f2c1-42d4-9495-09c0315ed93f"},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""}],"slideBackgroundSelector":{}},{"elements":[{"x":3.416856492027335,"y":20.27027027027027,"width":37.357630979498865,"height":8.558558558558557,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
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Theorieheft<\/strong><\/span><\/p>\n"},"subContentId":"e2dd3355-c0cd-4ce8-8a28-be6988a54bd1","metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"}},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""},{"x":12.528473804100228,"y":40.54054054054054,"width":13.439635535307518,"height":26.576576576576574,"action":{"library":"H5P.Shape 1.0","params":{"shape":{"fillColor":"rgb(186, 185, 177)","borderWidth":"2","borderStyle":"solid","borderColor":"rgb(237, 109, 1)","borderRadius":"0"},"type":"rectangle","line":{"borderColor":"#000000","borderWidth":"1","borderStyle":"solid"}},"subContentId":"4bde8a38-4b4d-4112-a462-9f02a87537d2","metadata":{"contentType":"Shapes","license":"U"}},"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false},{"x":38.724373576309794,"y":38.288288288288285,"width":23.690205011389523,"height":26.126126126126124,"action":{"library":"H5P.Shape 1.0","params":{"shape":{"fillColor":"rgb(186, 185, 177)","borderWidth":"2","borderStyle":"solid","borderColor":"rgb(237, 109, 1)","borderRadius":"0"},"type":"rectangle","line":{"borderColor":"#000000","borderWidth":"1","borderStyle":"solid"}},"metadata":{"contentType":"Shapes","license":"U"},"subContentId":"400557c0-45d6-4294-94a1-6b9d114d480e"},"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false},{"x":74.03189066059225,"y":36.03603603603603,"width":14.09,"height":27.831977000000002,"action":{"library":"H5P.Shape 1.0","params":{"shape":{"fillColor":"rgb(200, 198, 196)","borderWidth":"2","borderStyle":"solid","borderColor":"rgb(243, 132, 1)","borderRadius":"0"},"type":"circle","line":{"borderColor":"#000000","borderWidth":"1","borderStyle":"solid"}},"subContentId":"8a0428bc-2d46-4ce4-a567-9c7751031cd9","metadata":{"contentType":"Shapes","license":"U"}},"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false},{"x":6.83371298405467,"y":76.57657657657657,"width":86.33257403189067,"height":10.81081081081081,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
Die Begrenzungslinie der verschiedenen Fl\u00e4chen nennt man <\/span>Umfang <\/span><\/strong>der Fl\u00e4che.<\/span><\/span><\/p>\n"},"subContentId":"751ea789-cf36-408c-a8f4-befad9556402","metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"}},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""},{"x":2.277904328018223,"y":4.511554054054055,"width":63.553530751708436,"height":10.81081081081081,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
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\u00dcbungen zum Umfang<\/span><\/strong><\/span><\/p>\n\n
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b<\/strong><\/span><\/span><\/p>\n"},"subContentId":"b5755c88-1906-444e-839d-3d6cad723565","metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"}},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""},{"x":33.029612756264235,"y":58.68536036036036,"width":7.744874715261959,"height":7.657657657657657,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
14 cm<\/strong><\/span><\/span><\/p>\n"},"metadata":{"contentType":"Text","license":"U","title":"Unbenannt: Text"},"subContentId":"cda31fb2-90d0-4b12-9837-55012035f00d"},"alwaysDisplayComments":false,"backgroundOpacity":0,"displayAsButton":false,"buttonSize":"big","goToSlideType":"specified","invisible":false,"solution":""},{"x":0,"y":18.0884009009009,"width":97.72209567198179,"height":12.162162162162161,"action":{"library":"H5P.AdvancedText 1.1","params":{"text":"
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Der L\u00e4nge des Umfangs einer Fl\u00e4che ergibt sich aus den L\u00e4ngen des Begrenzungslinien. <\/p>\n","
Der Umfang einer Fl\u00e4che ist der Fl\u00e4cheninhalt.<\/p>\n","
Der Umfang der Fl\u00e4che ist immer ein Kreis.<\/p>\n"],"tip":""},{"subContentId":"5bf0fe1d-98bc-4703-bfcc-3997c438a389","summary":["
Die Formel f\u00fcr die Umfangsl\u00e4nge des Quadrats betr\u00e4gt: \\(U=4\\cdot a\\)<\/p>\n","
Die Formel f\u00fcr die Umfangsl\u00e4nge des Quadrats betr\u00e4gt: \\(U=2\\cdot a\\)<\/p>\n","
Die Formel f\u00fcr die Umfangsl\u00e4nge des Quadrats betr\u00e4gt: \\(U=a^2\\)<\/p>\n"],"tip":""},{"subContentId":"93f005e0-79aa-4b98-8eec-7f4ea1eb50d8","summary":["
Die Formel f\u00fcr die Umfangsl\u00e4nge des Rechtecks betr\u00e4gt: \\(U=2\\cdot (a+b)\\)<\/p>\n","
Die Formel f\u00fcr die Umfangsl\u00e4nge des Rechtecks betr\u00e4gt: \\(U=4\\cdot (a+b)\\)<\/p>\n","
Die Formel f\u00fcr die Umfangsl\u00e4nge des Rechtecks betr\u00e4gt: \\(U=a\\cdot b\\)<\/p>\n","
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