{"id":1082,"date":"2024-08-01T12:00:00","date_gmt":"2024-08-01T10:00:00","guid":{"rendered":"https:\/\/luddiitti.fi\/blog\/?p=1082"},"modified":"2024-08-16T16:11:31","modified_gmt":"2024-08-16T14:11:31","slug":"tyhmat-kysymykset-tekoalylta-ii-chatgpt-vastaa","status":"publish","type":"post","link":"https:\/\/luddiitti.fi\/blog\/tekoaly\/tyhmat-kysymykset-tekoalylta-ii-chatgpt-vastaa\/","title":{"rendered":"Tyhm\u00e4t kysymykset teko\u00e4lylt\u00e4 #II \u2013 ChatGPT vastaa"},"content":{"rendered":"\n<p><strong>Jos maapallon kaikki asfaltti kasattaisiin yhden neli\u00f6metrin kokoiselle alalle, kuinka korkea kasa siit\u00e4 tulisi?<\/strong><\/p>\n\n\n\n<p>Lasketaanpa, kuinka korkea kasa tulisi, jos kaikki maailman asfaltti kasattaisiin yhden neli\u00f6metrin kokoiselle alalle. Teemme oletuksen, ett\u00e4 tied\u00e4mme maailman asfaltin kokonaism\u00e4\u00e4r\u00e4n ja sen tiheyden.<\/p>\n\n\n\n<ol class=\"wp-block-list\">\n<li><strong>Asfaltin m\u00e4\u00e4r\u00e4 maailmassa:<\/strong><br>Arviot maailman teiden pituudesta vaihtelevat, mutta otetaan keskim\u00e4\u00e4r\u00e4inen arvio. Maailman teiden kokonaispituus on noin 40 miljoonaa kilometri\u00e4 (40 000 000 km). Oletetaan, ett\u00e4 keskim\u00e4\u00e4r\u00e4inen tien leveys on 10 metri\u00e4 ja keskim\u00e4\u00e4r\u00e4inen asfaltin paksuus on 0,1 metri\u00e4 (10 cm). Voimme laskea asfaltin tilavuuden seuraavasti:<br><img decoding=\"async\" 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\" alt=\"\"><br><\/li>\n\n\n\n<li><strong>Asfaltin tiheys:<\/strong><br>Asfaltin tiheys on keskim\u00e4\u00e4rin noin 2 400 kg\/m\u00b3.<br><\/li>\n\n\n\n<li><strong>Kasan korkeus:<\/strong><br>Oletamme, ett\u00e4 koko asfaltin tilavuus kasataan yhden neli\u00f6metrin (1 m\u00b2) kokoiselle alalle. Kasan korkeus (H) voidaan laskea kaavalla:<\/li>\n<\/ol>\n\n\n\n<figure class=\"wp-block-image size-full\"><a href=\"https:\/\/luddiitti.fi\/blog\/wp-content\/uploads\/2024\/07\/image.png\"><img loading=\"lazy\" decoding=\"async\" width=\"573\" height=\"179\" src=\"https:\/\/luddiitti.fi\/blog\/wp-content\/uploads\/2024\/07\/image.png\" alt=\"\" class=\"wp-image-1084\" srcset=\"https:\/\/luddiitti.fi\/blog\/wp-content\/uploads\/2024\/07\/image.png 573w, https:\/\/luddiitti.fi\/blog\/wp-content\/uploads\/2024\/07\/image-300x94.png 300w\" sizes=\"auto, (max-width: 573px) 100vw, 573px\" \/><\/a><\/figure>\n\n\n\n<p>N\u00e4in ollen, jos kaikki maailman asfaltti kasattaisiin yhden neli\u00f6metrin kokoiselle alalle, siit\u00e4 muodostuisi 40 000 kilometrin korkuinen kasa. T\u00e4m\u00e4 on suunnilleen sama korkeus kuin maapallon ymp\u00e4rysmitta p\u00e4iv\u00e4ntasaajalla.<\/p>\n\n\n\n<p><em>Lis\u00e4tty 16.8.2024. Vastuuvapauslauseke: vastauksia ei ole k\u00e4sitelty tai tarkistettu mill\u00e4\u00e4n tavoin. Jos havaitset tiedoissa virheit\u00e4 ja haluat niihin korjauksen, laita viesti\u00e4.<\/em> <em>K\u00e4ytetty ChatGPT 4o -versiota.<\/em><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Jos maapallon kaikki asfaltti kasattaisiin yhden neli\u00f6metrin kokoiselle alalle, kuinka korkea kasa siit\u00e4 tulisi? Lasketaanpa, kuinka korkea kasa tulisi, jos kaikki maailman asfaltti kasattaisiin yhden neli\u00f6metrin kokoiselle alalle. Teemme oletuksen, ett\u00e4 tied\u00e4mme maailman asfaltin kokonaism\u00e4\u00e4r\u00e4n ja sen tiheyden. N\u00e4in ollen, jos kaikki maailman asfaltti kasattaisiin yhden neli\u00f6metrin kokoiselle alalle, siit\u00e4 muodostuisi 40 000 kilometrin korkuinen <a href=\"https:\/\/luddiitti.fi\/blog\/tekoaly\/tyhmat-kysymykset-tekoalylta-ii-chatgpt-vastaa\/\" class=\"more-link\">...jatka lukemista<span class=\"screen-reader-text\"> \"Tyhm\u00e4t kysymykset teko\u00e4lylt\u00e4 #II \u2013 ChatGPT vastaa\"<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[94,80],"tags":[],"class_list":{"0":"post-1082","1":"post","2":"type-post","3":"status-publish","4":"format-standard","6":"category-chatgpt","7":"category-tekoaly","8":"h-entry","9":"hentry","10":"h-as-article"},"_links":{"self":[{"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/posts\/1082","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/comments?post=1082"}],"version-history":[{"count":5,"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/posts\/1082\/revisions"}],"predecessor-version":[{"id":1102,"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/posts\/1082\/revisions\/1102"}],"wp:attachment":[{"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/media?parent=1082"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/categories?post=1082"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/luddiitti.fi\/blog\/wp-json\/wp\/v2\/tags?post=1082"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}