Genomgång av begrepp och metoder för att beräkna volymer för kon, klot och pyramid.
![](https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQf4iZRFpCLTI4Jy0-hOl0ZZ51k-TVYpKzqRYXrFzOF1SHrqJd4ujYakQY)
![Bildresultat för pyramid geometri](data:image/png;base64,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)
![Bildresultat för klot geometri](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMAAAADACAMAAABlApw1AAAAkFBMVEX////+/v4AAADLzM3h4uQ0MjP4+Pj6+vr09fWOj5Ho6er19fazs7Tv8PCKiozHyMp1dnhgXl9qamyqqqvX2Nnd3t8iHyFNTlCgoaOZm55ucHMaFxmAgYPl5uYYExREQUK8vL0sKis4ODoOBwpmZGWUlZZUVFcnJCc+Pj+3t7geGhzAwMB8e3tGR0oLAAReX2LVhhYiAAAPqElEQVR4nO1diZqquBImQVZZwiaLIIiAetD2/d/uEnZbUGgBe+7X/8yxFUJVZatUVRYI4g9/+MMf/o8Byn9E6+9/AaD+v5EaVN9/c0YaEUGO9sX6zvJiDQYWGXQKCEA7d78Xd9LTqxp0X5pfCaCfLeSY/omqcfJNB1ln/ZfLTvMrMr6FEG73vqlEKldDjRTT328hDG8xuRLp17QWQK4hQd2kRf0sJRtIJY6lBaTBfytswBtyoMWOeYSbm3TWxZJEW88ujJx7yX8tS0oIdzeO1D3x2UPiSie52xaeIk5uadi5Ze1BxVdHp+MhlEiWBt9vdT0BaJZE1OHoS0Wf+FyvxpxZw6Igpdh6x72736Xw9QXdTigYWgZLfFKziinawMgimfI3KMbbDoEAUQ0RddNbk5bydXTlp21uVohatNu6JF+Xb/XZPZaVn+3Oz5Mu3ETaolmohaMtakfF4pvVD0SJ2lLWmqjV2twoC2+lUQfFmkSh01YCKc0jqhY4dx4wBza4QlOYrOZ5zYRmulB3xixI5xDiIpuuwj1hf3D0JZpQxkBEu6M0eb8Tpd3OXaI3s+dwi/RqTHq/wBrNqzu7MJ3dTDIu8BTQpTqcyj0pibDn004ypiDYwyL7SH2IjPn6moHgVW5xnBK4nkVuFwZMM25NDyBQ23hN9Dl2b5HOGuntoBbqmpivEjwFqvo89GVqY6+b4MIcwKTFeHsi56At7PdBY43NUwN54QDhSAmTk2elL3NV85gZq9MhXk9JEGSDF3T4KUk+B69CRE9Xy4DwHCixSzoeogtdbzpyfARtdjpyL4E9PQ5GE1U5IHjzy17W78O87C+Tn4Ipln9rMRXZZZA7oNbWnKQOvOgrc1yWjd/kbg1tfalv9YNCXtGBNvMi5cSow00WdN/WpiyCC7f/ZqQRo0KbvkMJSLn+XBhFDvSbBlxov2E5Zg8KXw77kbgTyPwbIasE9SC80wDk/TSK4AcgzTRXgVRI/jQHWSFQ+8Xsn29ITbKQYXU8fQ9bDoZ42wSfCFxmrV5Qa79P2KpjVVEVIuMO9tLSl3VtqU2pgxjGlVTD6eCPdDc66xMAZ0G7teMrorId2Q0Kd8XwwwntwaGs8WyJe7u/uKKuxriOmEcPLzCY0XvvB89xbcsdfxGgNN47CCBiPpGBdcQ9BEkB2qVjaOSudXgaWW3TYB1pTC1EKQ4gjFM4ikr2CNoGM2vQTuJ6onUmFg7uOGnIHaJnbj71VFP5C3/VVaGbK+vsRg1nrHPU53YB2pNSJWRF7kut70bZpcFB+k58AcjXJ/r+MqYfr66hOP9MjxZqV6fxlRjtVsctHxMT4vE23K7UoFY2oDlzke7R+dxkQMvMn352IBfqJQq1uaYWMaK9dgiUtlSxv/1guTyTGtoLLJzX+TvAKtTrQDct3Z473gBXgTWAapZQpJJFvBgvzGf18mFT4p4XGL7LJ+HrUsWtXttp1TNzAlgwXhV8RDWf1HgFayu8JErgWEDe1uaf7yRl0sv58Kr2atTMRz1xo75Sjrg+051UPrIEsN2emw+v+OH70kZ+nZBFW3EAvemg39Jh/ADh5Wb1Cxgbdynh82FGTnrNh8cHLsfVK5KZDp1jgqqXn5yMMdLkV4NZlgFqqrD8IAjJqIltXjFfJdEHjRZToPDeC7d7cKO14fMKA8SFWq4FsZYz1mYkKel5gvVJWSyUQkvoifnTDVbxn5sc6cZ+R6YxoF3uB2VlH+WnCxG4g77AGJybD7d4/LwJyDwzHKbrzYCojPP+fwacgZWj/WBFR/YIpT6L9+uhtMQgDErzYfxzgHBO+pOVDudsFFsiFuQlcjETOfK5TLYUBv33aXe3yHySbFbmw8gc4BlwyDF9fnPmMtx6jCVw97cVNftJg0udcqzprOwWi8fbgKCTqHtpIHaNVhuus2fVMah6WWoXZ1HXjUAQBI2TClyUApFbXoizu0Jg3YTOegZlHKFZ+/rABQvCUV43/+w58oUhB1qFBhiaZUVRD84xh1T16vuq4zh2BouUc5A8U4KvrljZbfWkItX3E1V14/gc6KLI0nTTKsC3TDzkMYX9mj6m9O56I9rbkETP0OXU4iQXOc4lts8BaQw2yRjLKVupYZDnsx1fVAchybZSUje8qmaqNZEPgmTX9K3d3fiyS7eko3ZAoy8YgxQsSXJdydbOMmnw9N3jrSESNLV1tzWL5i5iqyUW13idTM9anJWIJFkCafR2q/wx4+r0ZiB0+o0TL+Cc5ObGQVZQ/Ppu/qHVZJsVdXc/KjCXZtlR2UzqJAzLZ1Ur2O4tUe2gb3Io84yda5+MoNOUzgjLtnNVJO2x7TWitIu/uNbxnb1Jj9qlQxhdkxLfsWVx/c3ayBsyB7vFx75AMzyWZHk94JDjauQUS4JXjtUjcQdEWXPVCxcU+52aZowDXJ0uV3b3jCc1ysaMYZw55NqBvq4SvDFG494XacMo1JwyHWe7LncuvZ5Sm58PaY+msfYkUVc4IzimJK+qHRrv2hcgGyWDpmyepwWN0gOiF7iJIzDNo/K+z45CvlEmY3V0larhshrE3stBGpKlcEPkr/hVMqMr0isdm3tlnVXg4EVqWFFpDjqzzfN9O5PGIFDJks3QVlRohUrj0sLF0YqYCm+iDjJYRlPBVz0L2XqV/aYy3zNSrXo99MAaqFVsY72QsWrh3iAmSs+TfpR9aKb9fR/kTwHqwUy7TbEtAKy4BId3I7+7CTEnleBvl+m2gVQb39bcjXhfDeTgkcPjDHQOxCuKw5pucqw5VO1dfRcgn4lC4eMq4txNDSM0akZ/AEhNIyVpslWbmESK1HD12CUBnvK5Tio/Li7q3z9KzX9M1K/wQHbFGei4taLQNA21BkltN5vtNR9dplIM2X+I6o5Rryh3GiY1L+vfBmO6flWoVrcjA7h8/gMZKAZViepqQqDKwGStCBB6mDWh3WnarWE4AN3XhCYN7OYTnqfN5pROGGrKDTWlMwNYjV5tZtIawGaVVhmIU5FkYzPsyQB1keKJueV/J1Sh2KuOo1P3dhj6pDLupCstp1XKOcRIAqrfww0bc4Kv8fdXPw3Q+uS1q9BnzGWXcnPa4JwzT9QWOfG5PICWDPkHf0ach83pqGdgdPJVNozuOvGqg8byuHMGV7FqG9izzB2aB4nwhcKlzLLgWaZKtly6z5y90e78gFRN2yuCLNilfJQfZ9XaN5PmspO4ZBnq+1w/yLOw9kgpQXL9u9upx3dwWKVpLitBQpJG8tXdz4AntUyMoGrSuZiHPqO5CGw1vR6sSMFVkSV3R8PbPiPRZLK73/dFZ55dWMv2xcnK8NuwpcG+xYEAxnfX8/oTdUv1FSltBSvr07+a6E3lfBe/uno9aD95f70qhlaTzzSOpJiqpT8cpgSK0GI3g7Bv5tw4u8oNcYFu8CLTMK6iFaCRrf9wmFbappbqyyUYkTd0gUOK4p6NSuJ7eqLTv17iZq6I+4JoRWx58mzhyHpsBfLjMUitOuieOCozCaq03zMqeqQcWDHmYJ1JsWJ/TzA3r66ot1PGx/ulFE1wprogGjop2xye2nBjLauREUHfbqa0oZ+12HUc5HK2TOqGWHVC0BrDWsgnOLo6TzXFVM9R3OW7/Q3PLokiGdgcUq++4qDY1mRZZxgmI8IA0Dokr02+Ap500mVZs2PkKH6iIs4OSDzRVM0zVbXZIUD2NYCdZwbkRZ1P8j1krCB3p3HayCpFEDRJchVFcTKgckJPu0M5zYdwiiyhK0maIGTF3UGwEKeR/54p4/ZN8hHPplkHYu3xPE8WwBOWNYLyIu/x3nv2bu80a37T3X5m4+FQgGKiuz9B8PaCOdDuOm1jpq1B36BOCPlSgz4qeojeoV/w+N7na9693Wg48cxk9p8tOhMj6i0W38fT5mtjcbzZRKnCZ+yjghc8vYFnwrWOaXsD5M5+6p/Ix8WWnP0M3PH5OlngJx/YPzkca8V/UYPSgssufwB53+GNtQAWXPj6I9jwVZwShCM2Cy0OLzFfagHr6xe3oXTA4m/juNjy+xEoNbCzf73FmXXhVFNyk2PQBghC3rxYX/0R5OU5ZAsKWGwT0Ehk8vAb9dWq0HyQ1rYW8dsykLt4+TasF7YUzkGxEe4z4cRn4BN/oDFlDdl2uTTwSq2gDj09x5oylz+Q4SVW5nVwWg327Az/GAC2IoLByT1z/7mzlHvAbsbYOOnh140Fl3/DF3KA0YcIzA9yh0Y5KvrOWf5kqicQneOYEs26jLs7zybNSOARSYBj13F86miS7ygUv75/uQXx7iE8bqc7NGzUmBlYAkbdDthI3HomP2dPgi83gC+AvA1og8zo9lP4w7hSv2Q8NvaZZfCDXWfyVvkVwxmvbFprugehTBrD+PN9ALflwrwfLwur/vt0N8Aa9OD8+LBK/YT3sH+qFop5qtXh+saSNZI68fcR86Xh7cMfh3mw1MKXuuwhDd/489EheIM9IBgLuh+cdaJdOGLbzQPwY2sEuc/UAOaJ3jswNcc6P7N0oDM6ITJujA2lCYL9XnTAbzvp2d04CwpWtPXlTDKS4mObezY3zoScETPVsc1EeXD2gsgzkB+cPRF4FXILH11OF6fVTzEC4dbDu3CRV6xUHDFDSZzMoQK5NlUXmLmpFIUXQVS9nmki0PahWDM+b08uiny1P0zzmqc70kJ4nP7FEl2ghUMYzEGYPG3jeQ2jvPx56XCd5SUi+DBNqMxqXudL4hTozPM2INyV4+0M7ydpg9H2G2vKXRhtYKLkNX+VUfVzamR1bFa7XmeCIe1OAlstanufDWj9E4X9Vpo9EkKnYfHqs2kKqVUMpANNee7XeeW83N3uIn5f3fQGzTwL7GV3dInJCqaPV0FdR7uj1n8863iqxMre/EN69WtOFIv36PQGTa3aqfI28EsFb2lhOywVQeA1CibWNP6GlcBrUFlay/l9tBVuN5JXMGzeID5SAOC5x61//swbi4GgbuBFbu3xAC87djFVXWXTSx14VAUwd9/thShLR3izSbYSa+CbPfMka9lO4F6SS/vqQ1mgvawDUondmF+vxKi0PqfsM0Xg0dPp4x+gYKtL/nFHOUHrBcvP0jM0KzjU7ugXr3D87DxQyZqRY/UEYcKl9QaG7uSioQduAqGv2vUrrsvu86kJuar+WT3gIgpurw6HT3/iv2lYkSfls8Y51y2kIq44MedjOwQ7ULQN0dNt5wrhYU+ZSRSh6i3vKIoSk9ofIDSRrXti66ia34OW+uFTTUKK74dUidD3IyRp6S+Zc+tCczhYq2jFVYmumNIvqwFw1xO7FMtdDn+Z9AVaY3HdtYtxt5G30fi/Mgtt1Dqy6Ruf3V79hz/84Q9/6MT/AANjyof4emDGAAAAAElFTkSuQmCC)
Öva upp dina färdigheter här. Klicka på länken ! Avmarkera de saker som ej handlar om volym.
http://www.skolresurs.fi/matteva/geometri/kroppar.html
Glömt bort hur du ska göra ? Klicka på gula länken så hittar du olika filmer som kan hjälpa dig !
https://www.youtube.com/playlist?list=PLsoSX3GymcNHzPeJRfyTsi5QN7dzHijT7
Öva upp dina färdigheter här. Klicka på länken ! Avmarkera de saker som ej handlar om volym.
http://www.skolresurs.fi/matteva/geometri/kroppar.html
Glömt bort hur du ska göra ? Klicka på gula länken så hittar du olika filmer som kan hjälpa dig !
https://www.youtube.com/playlist?list=PLsoSX3GymcNHzPeJRfyTsi5QN7dzHijT7