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Created by Helena Pott
over 2 years ago
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| Question | Answer |
| Zylinder Volumen | V= πr2 x h |
| Zylinder Oberfläche | O= 2x r2π + 2x rπh |
| Zylinder Mantelfläche | M= 2x rπh |
| Kegel V | V= hπr2 : 3 |
| Oberfläche Kegel | O= r x π (r + s) |
| Mantelfläche Kegel | rπ x s |
| Kegel s | s= √r2 + h2 |
| Kugel V | V= 4x r3π : 3 |
| Kugel Oberfläche | O= 4x r2π |
| Pyramide O | O= G+M |
| Pyramide V | V= 1/3 x Gxh |
| Regelmäßige vielseitige Pyramide O | O= a2 + 2xa x h(1) |
| Pyramide s | s= √h2(1) + (a/2)2 |
| Prismen O | O= 2xG + M |
| Volumen Prismen | V= G x h (a2 x h) |
| Masse prisma | m= V x Dichte |
| Prismen d | d= √a2 + b2 + c2 |
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