{"id":886,"date":"2026-01-25T13:08:20","date_gmt":"2026-01-25T13:08:20","guid":{"rendered":"https:\/\/bliv-klogere.dk\/?page_id=886"},"modified":"2026-02-05T16:21:15","modified_gmt":"2026-02-05T16:21:15","slug":"6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer","status":"publish","type":"page","link":"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/","title":{"rendered":"6. Geometriske figurer"},"content":{"rendered":"\n<div id=\"ez-toc-container\" class=\"ez-toc-v2_0_86 counter-hierarchy ez-toc-counter ez-toc-grey ez-toc-container-direction\">\n<div class=\"ez-toc-title-container\">\n<p class=\"ez-toc-title\" style=\"cursor:inherit\">Indholdsfortegnelse<\/p>\n<span class=\"ez-toc-title-toggle\"><a href=\"#\" class=\"ez-toc-pull-right ez-toc-btn ez-toc-btn-xs ez-toc-btn-default ez-toc-toggle\" aria-label=\"Toggle Table of Content\"><span class=\"ez-toc-js-icon-con\"><span class=\"\"><span class=\"eztoc-hide\" style=\"display:none;\">Toggle<\/span><span class=\"ez-toc-icon-toggle-span\"><svg style=\"fill: #999;color:#999\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"list-377408\" width=\"20px\" height=\"20px\" viewBox=\"0 0 24 24\" fill=\"none\"><path d=\"M6 6H4v2h2V6zm14 0H8v2h12V6zM4 11h2v2H4v-2zm16 0H8v2h12v-2zM4 16h2v2H4v-2zm16 0H8v2h12v-2z\" fill=\"currentColor\"><\/path><\/svg><svg style=\"fill: #999;color:#999\" class=\"arrow-unsorted-368013\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"10px\" height=\"10px\" viewBox=\"0 0 24 24\" version=\"1.2\" baseProfile=\"tiny\"><path d=\"M18.2 9.3l-6.2-6.3-6.2 6.3c-.2.2-.3.4-.3.7s.1.5.3.7c.2.2.4.3.7.3h11c.3 0 .5-.1.7-.3.2-.2.3-.5.3-.7s-.1-.5-.3-.7zM5.8 14.7l6.2 6.3 6.2-6.3c.2-.2.3-.5.3-.7s-.1-.5-.3-.7c-.2-.2-.4-.3-.7-.3h-11c-.3 0-.5.1-.7.3-.2.2-.3.5-.3.7s.1.5.3.7z\"\/><\/svg><\/span><\/span><\/span><\/a><\/span><\/div>\n<nav><ul class='ez-toc-list ez-toc-list-level-1 ' ><li class='ez-toc-page-1 ez-toc-heading-level-2'><a class=\"ez-toc-link ez-toc-heading-1\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#1_Formler_og_figurer\" >1. Formler og figurer<\/a><ul class='ez-toc-list-level-3' ><li class='ez-toc-heading-level-3'><a class=\"ez-toc-link ez-toc-heading-2\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#Opgaver\" >Opgaver<\/a><\/li><li class='ez-toc-page-1 ez-toc-heading-level-3'><a class=\"ez-toc-link ez-toc-heading-3\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#61_Kik_pa_former\" >6.1 Kik p\u00e5 former<\/a><\/li><li class='ez-toc-page-1 ez-toc-heading-level-3'><a class=\"ez-toc-link ez-toc-heading-4\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#62_Gaet_arealer\" >6.2 G\u00e6t arealer<\/a><\/li><li class='ez-toc-page-1 ez-toc-heading-level-3'><a class=\"ez-toc-link ez-toc-heading-5\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#63_Problemregning_med_arealer\" >6.3 Problemregning med arealer<\/a><\/li><li class='ez-toc-page-1 ez-toc-heading-level-3'><a class=\"ez-toc-link ez-toc-heading-6\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#64_Nemme_opgaver_i_rumfang\" >6.4 Nemme opgaver i rumfang<\/a><\/li><li class='ez-toc-page-1 ez-toc-heading-level-3'><a class=\"ez-toc-link ez-toc-heading-7\" href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/#65_Hverdagsopgaver_med_rumfang\" >6.5 Hverdagsopgaver med rumfang<\/a><\/li><\/ul><\/li><\/ul><\/nav><\/div>\n<h2 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"1_Formler_og_figurer\"><\/span>1. Formler og figurer<span class=\"ez-toc-section-end\"><\/span><\/h2>\n\n\n\n<p class=\"wp-block-paragraph\">Kilde <a href=\"https:\/\/mattip.dk\/content\/Areal%20og%20omkreds\/32482?section=769\" target=\"_blank\" rel=\"noreferrer noopener\">https:\/\/mattip.dk\/content\/Areal%20og%20omkreds\/32482?section=769<\/a>&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Bem\u00e6rk: Tallet \u03c0 (udtales &#8220;pi&#8221;) = 3,14 (cirka).  \u03c0 er det gr\u00e6ske bogstav for &#8220;p&#8221; &nbsp;<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"443\" height=\"590\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-275.png\" alt=\"\" class=\"wp-image-889\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-275.png 443w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-275-225x300.png 225w\" sizes=\"auto, (max-width: 443px) 100vw, 443px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Rumfang<\/strong><\/p>\n\n\n\n<figure class=\"wp-block-table\"><table class=\"has-fixed-layout\"><tbody><tr><td><img decoding=\"async\" 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\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\"><\/td><td><br><\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"544\" height=\"404\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-277.png\" alt=\"\" class=\"wp-image-894\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-277.png 544w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-277-300x223.png 300w\" sizes=\"auto, (max-width: 544px) 100vw, 544px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Centrale Rumfangsformler&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li><strong><a href=\"https:\/\/www.google.com\/search?client=firefox-b-d&amp;q=Kasse&amp;ved=2ahUKEwjwpp_e4qaSAxWXQPEDHcuCOmgQgK4QegQIBBAB\">Kasse<\/a>:<\/strong><br>\ud835\udc49=\ud835\udc59\u22c5\ud835\udc4f\u22c5\u210e =  l\u00e6ngde <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> bredde <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> h\u00f8jde<\/li>\n\n\n\n<li><strong><a href=\"https:\/\/www.google.com\/search?client=firefox-b-d&amp;q=Cylinder&amp;ved=2ahUKEwjwpp_e4qaSAxWXQPEDHcuCOmgQgK4QegQIBBAG\">Cylinder<\/a>:<\/strong><br><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mrow><mi>V<\/mi><mo>=<\/mo><mi>\u03c0<\/mi><mo>\u22c5<\/mo><msup><mi>r<\/mi><mn>2<\/mn><\/msup><mo>\u22c5<\/mo><mi>h<\/mi><\/mrow><annotation encoding=\"text\/plain\">cap V equals pi center dot r squared center dot h<\/annotation><\/semantics><\/math> = radius<sup>2<\/sup> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mi>\u03c0<\/mi><annotation encoding=\"text\/plain\">pi<\/annotation><\/semantics><\/math> \u22c5 h\u00f8jde<\/li>\n\n\n\n<li><strong><a href=\"https:\/\/www.google.com\/search?client=firefox-b-d&amp;q=Kugle&amp;ved=2ahUKEwjwpp_e4qaSAxWXQPEDHcuCOmgQgK4QegQIBBAM\">Kugle<\/a>:<\/strong><br><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mrow><mi>V<\/mi><mo>=<\/mo><mfrac><mn>4<\/mn><mn>3<\/mn><\/mfrac><mo>\u22c5<\/mo><mi>\u03c0<\/mi><mo>\u22c5<\/mo><msup><mi>r<\/mi><mn>3<\/mn><\/msup><\/mrow><annotation encoding=\"text\/plain\">cap V equals four-thirds center dot pi center dot r cubed<\/annotation><\/semantics><\/math>  =  <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mfrac><mn>4<\/mn><mn>3<\/mn><\/mfrac><annotation encoding=\"text\/plain\">four-thirds<\/annotation><\/semantics><\/math> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mi>\u03c0<\/mi><annotation encoding=\"text\/plain\">pi<\/annotation><\/semantics><\/math> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> radius<sup>3<\/sup> <\/li>\n\n\n\n<li><strong><a href=\"https:\/\/www.google.com\/search?client=firefox-b-d&amp;q=Pyramide&amp;ved=2ahUKEwjwpp_e4qaSAxWXQPEDHcuCOmgQgK4QegQIBBAT\">Pyramide<\/a>:<\/strong><br><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mrow><mi>V<\/mi><mo>=<\/mo><mfrac><mn>1<\/mn><mn>3<\/mn><\/mfrac><mo>\u22c5<\/mo><mi>G<\/mi><mo>\u22c5<\/mo><mi>h<\/mi><\/mrow><annotation encoding=\"text\/plain\">cap V equals one-third center dot cap G center dot h<\/annotation><\/semantics><\/math>  = <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mfrac><mn>1<\/mn><mn>3<\/mn><\/mfrac><annotation encoding=\"text\/plain\">one-third<\/annotation><\/semantics><\/math> \u22c5 Grundfladeareal \u22c5 h\u00f8jde<\/li>\n\n\n\n<li><strong><a href=\"https:\/\/www.google.com\/search?client=firefox-b-d&amp;q=Kegle&amp;ved=2ahUKEwjwpp_e4qaSAxWXQPEDHcuCOmgQgK4QegQIBBAZ\">Kegle<\/a>:<\/strong><br><math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mrow><mi>V<\/mi><mo>=<\/mo><mfrac><mn>1<\/mn><mn>3<\/mn><\/mfrac><mo>\u22c5<\/mo><mi>\u03c0<\/mi><mo>\u22c5<\/mo><msup><mi>r<\/mi><mn>2<\/mn><\/msup><mo>\u22c5<\/mo><mi>h<\/mi><\/mrow><annotation encoding=\"text\/plain\">cap V equals one-third center dot pi center dot r squared center dot h<\/annotation><\/semantics><\/math> = <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mfrac><mn>1<\/mn><mn>3<\/mn><\/mfrac><annotation encoding=\"text\/plain\">one-third<\/annotation><\/semantics><\/math>  <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mi>\u03c0<\/mi><annotation encoding=\"text\/plain\">pi<\/annotation><\/semantics><\/math> \u22c5 radius<sup>2<\/sup> <math xmlns=\"http:\/\/www.w3.org\/1998\/Math\/MathML\"><semantics><mo>\u22c5<\/mo><annotation encoding=\"text\/plain\">center dot<\/annotation><\/semantics><\/math> h\u00f8jde<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Vigtige Definitioner&nbsp;<\/strong><\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li><strong>V<\/strong>: Rumfang (Volumen)<\/li>\n\n\n\n<li><strong>\ud835\udc5f<\/strong>: Radius (halvdelen af diameteren)<\/li>\n\n\n\n<li><strong>\ud835\udc3a<\/strong>: Grundfladens areal<\/li>\n\n\n\n<li><strong>\u210e<\/strong>: H\u00f8jden<\/li>\n\n\n\n<li><strong>\ud835\udf0b<\/strong>: Pi (ca. 3,14159)&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Rumenheder&nbsp;<\/strong><\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>1 liter svarer til 1 kubikdecimeter (1 dm<sup>3<\/sup> eller )&nbsp;<\/li>\n\n\n\n<li>1 cm<sup>3<\/sup>=1 ml<\/li>\n\n\n\n<li>1 m<sup>3<\/sup>=1000 dm<sup>3<\/sup>=1.000.000 cm<sup>3<\/sup><\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">Link til <a href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/\">toppen af siden<\/a>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"Opgaver\"><\/span>Opgaver<span class=\"ez-toc-section-end\"><\/span><\/h3>\n\n\n\n<h3 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"61_Kik_pa_former\"><\/span>6.1 Kik p\u00e5 former<span class=\"ez-toc-section-end\"><\/span><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Bem\u00e6rk at du kan finde mange former f.eks. Word under &#8220;Inds\u00e6t figurere&#8221;&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<figure class=\"wp-block-table\"><table class=\"has-fixed-layout\"><tbody><tr><td><strong>Form<\/strong>&nbsp;<\/td><td><strong>Eksempel fra hverdagen<\/strong>&nbsp;<\/td><td><strong>Beskrivelse<\/strong>&nbsp;<\/td><\/tr><tr><td>Trekant&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Firkant&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Retangel&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Ligebenet trekant&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Retvinklet trekant&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Polygon&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Cirkel&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Elipse&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Kasse&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Kegle&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Cylinder&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Pyramide&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>Sammensatte figurer<\/td><td><\/td><td><\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Hvilke former genkender du her, b\u00e5de i billedet af bits og i huset<\/li>\n\n\n\n<li>&nbsp;Hvilke symmetriakser er der i hver af de forskellige bits <\/li>\n<\/ul>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"377\" height=\"573\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-278.png\" alt=\"\" class=\"wp-image-895\" style=\"width:226px;height:auto\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-278.png 377w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-278-197x300.png 197w\" sizes=\"auto, (max-width: 377px) 100vw, 377px\" \/><\/figure>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"421\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-1024x421.png\" alt=\"\" class=\"wp-image-900\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-1024x421.png 1024w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-300x123.png 300w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-768x316.png 768w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283.png 1310w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Link til <a href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/\">toppen af siden<\/a>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"62_Gaet_arealer\"><\/span>6.2 G\u00e6t arealer<span class=\"ez-toc-section-end\"><\/span><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\">Husk at g\u00e6tte, f\u00f8r du regner&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Retangler og firkanter<\/strong>&nbsp;<\/p>\n\n\n\n<figure class=\"wp-block-table\"><table class=\"has-fixed-layout\"><tbody><tr><td><strong>L\u00e6ngde<\/strong>&nbsp;<\/td><td><strong>Bredde<\/strong>&nbsp;<\/td><td><strong>G\u00e6t omkreds<\/strong>&nbsp;<\/td><td><strong>Udregnet omkreds<\/strong>&nbsp;<\/td><td><strong>G\u00e6t areal<\/strong>&nbsp;<\/td><td><strong>Udregn areal<\/strong>&nbsp;<\/td><\/tr><tr><td>4&nbsp;<\/td><td>3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>5,6&nbsp;<\/td><td>3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>10&nbsp;<\/td><td>4&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>7&nbsp;<\/td><td>6&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>2,5&nbsp;<\/td><td>2,5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>3,6&nbsp;<\/td><td>7&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>11,3&nbsp;<\/td><td>7&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>15,5&nbsp;<\/td><td>11&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>33,57&nbsp;<\/td><td>8&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>18,5&nbsp;<\/td><td>12,3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>284,4&nbsp;<\/td><td>33,3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>78&nbsp;<\/td><td>5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>1000&nbsp;<\/td><td>100&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Trekanter&nbsp;<\/p>\n\n\n\n<figure class=\"wp-block-table\"><table class=\"has-fixed-layout\"><tbody><tr><td><strong>L\u00e6ngde<\/strong>&nbsp;<\/td><td><strong>Bredde<\/strong>&nbsp;<\/td><td><strong>G\u00e6t omkreds<\/strong>&nbsp;<\/td><td><strong>Udregnet omkreds<\/strong>&nbsp;<\/td><td><strong>G\u00e6t areal<\/strong>&nbsp;<\/td><td><strong>Udregn areal<\/strong>&nbsp;<\/td><\/tr><tr><td>4&nbsp;<\/td><td>3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>5,6&nbsp;<\/td><td>3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>10&nbsp;<\/td><td>4&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>7&nbsp;<\/td><td>6&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>2,5&nbsp;<\/td><td>2,5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>3,6&nbsp;<\/td><td>7&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>11,3&nbsp;<\/td><td>7&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>15,5&nbsp;<\/td><td>11&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>33,57&nbsp;<\/td><td>8&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>18,5&nbsp;<\/td><td>12,3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>284,4&nbsp;<\/td><td>33,3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>78&nbsp;<\/td><td>5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>1000&nbsp;<\/td><td>100&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>Cirkler&nbsp;<\/strong><\/p>\n\n\n\n<figure class=\"wp-block-table\"><table class=\"has-fixed-layout\"><tbody><tr><td><strong>Radius<\/strong>&nbsp;<\/td><td><strong>G\u00e6t omkreds<\/strong>&nbsp;<\/td><td><strong>Udregnet omkreds<\/strong>&nbsp;<\/td><td><strong>G\u00e6t areal<\/strong>&nbsp;<\/td><td><strong>Udregn areal<\/strong>&nbsp;<\/td><\/tr><tr><td>4&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>5,6&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>10&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>7&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>2,5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>3,6&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>11,3&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>15,5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>33,57&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>18,5&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>284,4&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>78&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><tr><td>1000&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><td>&nbsp;<\/td><\/tr><\/tbody><\/table><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Link til <a href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/\">toppen af siden<\/a>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"63_Problemregning_med_arealer\"><\/span>6.3 Problemregning med arealer<span class=\"ez-toc-section-end\"><\/span><\/h3>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"443\" height=\"590\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-279.png\" alt=\"\" class=\"wp-image-896\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-279.png 443w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-279-225x300.png 225w\" sizes=\"auto, (max-width: 443px) 100vw, 443px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>1. M\u00e5tte i stuen&nbsp;<\/strong><br>&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Stuen er rektangul\u00e6r og m\u00e5ler 4,5 m i l\u00e6ngden og 3,2 m i bredden&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Du vil l\u00e6gge en m\u00e5tte i stuen. M\u00e5tten skal d\u00e6kke hele gulvet.&nbsp;<\/li>\n\n\n\n<li>Hvor mange kvadratmeter skal m\u00e5tten v\u00e6re?&nbsp;<\/li>\n\n\n\n<li>Hvis m\u00e5tten koster 150 kr pr. m\u00b2, hvor meget koster den i alt?&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>2. Bordplade til k\u00f8kkenet<\/strong>&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Du skal k\u00f8be en bordplade til k\u00f8kkenet. Den skal v\u00e6re 2,4 m lang og 0,6 m bred.&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Hvor stort er bordets areal i m\u00b2?&nbsp;<\/li>\n\n\n\n<li>Bordpladen koster 1.200 kr pr. m\u00b2. Hvor meget skal du betale?&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>3. Vand i en kasse<\/strong>&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Du har en kasse, som skal fyldes med vand. Kassen m\u00e5ler 80 cm \u00d7 50 cm \u00d7 40 cm.&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Hvor mange liter vand kan kassen rumme?&nbsp;<br><em>(Husk: 1 liter = 1 dm\u00b3, og 1 dm = 10 cm)<\/em>&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">4. Maling af v\u00e6g&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En v\u00e6g er 3 m h\u00f8j og 5 m bred. Du vil male hele v\u00e6ggen.&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Hvor stort er arealet af v\u00e6ggen i m\u00b2?&nbsp;<\/li>\n\n\n\n<li>Hvis 1 liter maling d\u00e6kker 8 m\u00b2, hvor mange liter maling skal du k\u00f8be?&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>5. Trappe til terrassen<\/strong>&nbsp;&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En trappe best\u00e5r af 12 trin. Hvert trin er 1 m bredt og 0,3 m h\u00f8jt og 0,25 m dybt.&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>Beregn det samlede areal af trinnens overflader, s\u00e5 du kan k\u00f8be tr\u00e6plader til dem.&nbsp;<\/li>\n\n\n\n<li>(Overflader: hvert trins topflade og forkant).&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>6. Arealer<\/strong>&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Beregn arealet af nedenst\u00e5ende&nbsp;<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"507\" height=\"277\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-280.png\" alt=\"\" class=\"wp-image-897\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-280.png 507w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-280-300x164.png 300w\" sizes=\"auto, (max-width: 507px) 100vw, 507px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>6.7 Et luksussommerhus<\/strong><\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li>V\u00e6lg 3 &#8211; 5 af rummene i luksussommerhuset her, som ligger i Ebeltoft: Udregn arealet af 3 af dem<\/li>\n\n\n\n<li>Pr\u00f8v at udregne arealet af k\u00e6lderen eller v\u00e6rre: Stueetagen. Stueetagen er til h\u00f8jre p\u00e5 billedet nedenunder.<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"421\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-1024x421.png\" alt=\"\" class=\"wp-image-900\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-1024x421.png 1024w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-300x123.png 300w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283-768x316.png 768w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-283.png 1310w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Det ser s\u00e5dan her ud, det er p\u00e5 111 kvm, ligger 300 m. fra Ebeltoft Vig og koster 5 mio. kr (2026).<br><\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"536\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-284-1024x536.png\" alt=\"\" class=\"wp-image-901\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-284-1024x536.png 1024w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-284-300x157.png 300w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-284-768x402.png 768w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-284.png 1137w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<h3 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"64_Nemme_opgaver_i_rumfang\"><\/span>6.4 Nemme opgaver i rumfang<span class=\"ez-toc-section-end\"><\/span><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>1.&nbsp; Kasse&nbsp;<\/strong><br>En kasse har l\u00e6ngde 4 cm, bredde 3 cm og h\u00f8jde 5 cm.&nbsp;<br><strong>Sp\u00f8rgsm\u00e5l:<\/strong> Hvad er kassenes rumfang?&nbsp;<br><br><strong>2. Cylinder<\/strong>&nbsp;<br>En cylinder har radius 3 cm og h\u00f8jde 7 cm.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Hvad er cylindervolumen?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>3 .Kugle<\/strong>&nbsp;<br>En kugle har radius 2 cm.&nbsp;<br>Sp\u00f8rgsm\u00e5l<strong>:<\/strong> Hvad er kuglens rumfang?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>4. Kasse<\/strong>&nbsp;<br>En kasse har l\u00e6ngde 6 cm, bredde 2 cm og h\u00f8jde 4 cm.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Hvis du stabler 3 kasser, hvor meget fylder de s\u00e5.<br>Sp\u00f8rgsm\u00e5l. Hvor mange bolde p\u00e5 2 cm i diameter kan der v\u00e6re i 1 kasse? Vi antager, at de udvendige m\u00e5l er de samme som de indvendige m\u00e5l af kassen.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>5. Cylinder<\/strong>&nbsp;<br>En cylinder har diameter 10 cm og h\u00f8jde 8 cm.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Beregn rumfanget.&nbsp;(Husk at radius = diameter \/ 2)&nbsp;&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>6. Kasse med flere lag&nbsp;<br><\/strong>En kasse har dimensioner: 5 cm x 4 cm x 6 cm. Man vil fylde 3 identiske kasser indeni.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Hvor meget volumen fylder de 3 kasser tilsammen?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>7. Cylinder med delvis fyldning&nbsp;<\/strong><br>En cylinder har radius 4 cm og h\u00f8jde 10 cm. Den fyldes kun 3\/4 med vand.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Hvor meget volumen vand er der i cylinderen?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>8. Kugle i et kar<\/strong>&nbsp;<br>En kugle med radius 5 cm s\u00e6nkes ned i en beholder med vand.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Hvor meget vand vil kuglen fortr\u00e6nge?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>9. Kombineret figur<\/strong>&nbsp;<br>En cylinder har radius 2 cm og h\u00f8jde 6 cm. Ovenp\u00e5 s\u00e6ttes en kugle med samme radius.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Hvad er det samlede rumfang?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>10. Cylinder med hul&nbsp;<\/strong><br>&nbsp;En cylinder har radius 6 cm og h\u00f8jde 10 cm. Inde i cylinderen er et hul med radius 2 cm, hele h\u00f8jden.&nbsp;<br>Sp\u00f8rgsm\u00e5l: Beregn cylinderens effektive rumfang<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Link til <a href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/\">toppen af siden<\/a>.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><span class=\"ez-toc-section\" id=\"65_Hverdagsopgaver_med_rumfang\"><\/span>6.5 Hverdagsopgaver med rumfang<span class=\"ez-toc-section-end\"><\/span><\/h3>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>1. Keopspyramiden<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Hvor meget er rumfanget af keopspyramiden I Egypten?&nbsp;Unders\u00f8g selv, hvad pyramidens m\u00e5l er, men du skal vise udregningen :-).<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"375\" height=\"203\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-286.png\" alt=\"\" class=\"wp-image-909\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-286.png 375w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-286-300x162.png 300w\" sizes=\"auto, (max-width: 375px) 100vw, 375px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>2. En d\u00e5sesodavand<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En d\u00e5se\u00f8l har f\u00f8lgende m\u00e5l:&nbsp;<\/p>\n\n\n\n<ul class=\"wp-block-list\">\n<li><strong>H\u00f8jde:<\/strong> Cirka 115-116 mm (11,5-11,6 cm).&nbsp;<\/li>\n\n\n\n<li><strong>Diameter:<\/strong> Cirka 66-66,3 mm (6,6-6,63 cm)&nbsp;<\/li>\n<\/ul>\n\n\n\n<p class=\"wp-block-paragraph\">Hvor meget v\u00e6ske kan der v\u00e6re i den?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>3. Fodbold<\/strong>&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">En fodbold har en radius p\u00e5 ca. 10 cm. Hvor meget rumfang har den?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>4. Vindm\u00f8ller&nbsp;<\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Vestas vil teste nedenst\u00e5ende vindm\u00f8lle. Hvor mange fodboldbaner svarer vingernes cirklens areal til?&nbsp;<\/p>\n\n\n\n<figure class=\"wp-block-image size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"629\" height=\"739\" src=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-287.png\" alt=\"\" class=\"wp-image-910\" srcset=\"https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-287.png 629w, https:\/\/bliv-klogere.dk\/wp-content\/uploads\/2026\/01\/image-287-255x300.png 255w\" sizes=\"auto, (max-width: 629px) 100vw, 629px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Link til <a href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/\">toppen af siden<\/a>.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>1. Formler og figurer Kilde https:\/\/mattip.dk\/content\/Areal%20og%20omkreds\/32482?section=769&nbsp; Bem\u00e6rk: Tallet \u03c0 (udtales &#8220;pi&#8221;) = 3,14 (cirka). \u03c0 er det gr\u00e6ske bogstav for &#8220;p&#8221; &nbsp; Rumfang Centrale Rumfangsformler&nbsp; Vigtige Definitioner&nbsp; Rumenheder&nbsp; Link til toppen af siden. Opgaver 6.1 Kik p\u00e5 former Bem\u00e6rk at du kan finde mange former f.eks. Word under &#8220;Inds\u00e6t figurere&#8221;&nbsp; Form&nbsp; Eksempel fra hverdagen&nbsp; Beskrivelse&nbsp; &hellip; <a href=\"https:\/\/bliv-klogere.dk\/index.php\/6-genkende-og-skitsere-enkle-geometriske-figurer-samt-male-og-beregne-laengder-og-arealer\/\" class=\"more-link\">Continue reading <span class=\"screen-reader-text\">6. Geometriske figurer<\/span> <span class=\"meta-nav\">&rarr;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-886","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/pages\/886","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/comments?post=886"}],"version-history":[{"count":14,"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/pages\/886\/revisions"}],"predecessor-version":[{"id":1384,"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/pages\/886\/revisions\/1384"}],"wp:attachment":[{"href":"https:\/\/bliv-klogere.dk\/index.php\/wp-json\/wp\/v2\/media?parent=886"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}