title: "R\u00fcm (Miat)"
text: "A R\u00fcm as en miat f\u00f6r det grate faan en geomeetrisk objekt. Det Formeltiaken as V (faan Volumen).\n\nBestemang \n\nDet SI-ianhaid f\u00f6r di r\u00fcm as di kubik- of r\u00fcm-meeter m3. Hi woort leewen uk noch cbm ufk\u00f6rt. F\u00f6r en gas of en luupen materiol woort miast det ianhaid liter () br\u00fckt, huarbi 1 liter = 1 r\u00fcm-desimeeter (dm3) as.\n<div style=\"clear:left;\" /div>\n\nBereegnang \nWan d\u00fc furem an \u00fctjmiaten faan en geomeetrisk objekt k\u00e4\u00e4nst, k\u00f6nst d\u00fc di r\u00fcm bereegne.\n\nBispalen:\n\n D\u00f6\u00f6bel m\u00e4 likeloong kaanter a:\n\n Sjauerkaant m\u00e4 kaantlengden faan a, b an c:\n\n Kuugel m\u00e4 en raadius faan r:\n\n Amdreiangsobjekt faan det funktjuun f(x), wan't am det x-aaks dreit:\n\n Amdreiangsobjekt am det y-aaks:\n\n Silinder of Prisma m\u00e4 det gr\u00fcnjareal A an det h\u00f6\u00f6chde h:\n\n Keegel of P\u00fcramiid m\u00e4 det gr\u00fcnjareal A an det h\u00f6\u00f6chde h:\n\nAmreegnang\n\nLuke uk diar \n Areaal (Miat)\n Integraalreegnang\n\nGeometrii"