2![](data:image/png;base64,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) . Анықтама. Екі жағы параллель жазықтықтарда жатқан -бұрыш болатын, ал қалған жағы параллелограмм болатын көпжақ бұрышты призма деп аталды.
165-сурет 166-сурет
және көпбұрыштары призманың табандары деп аталады. Призманың табандары бірдей. Призманың қалған жақтары оның бүйір жақтары деп, ал олардың бірігуі призманың бүйір беті деп аталады.
Призманы кескіндегенде оның бір табанының кескінінен бастаған ыңғайлы. Содан кейін бүйір қырларын (призманың табандарында жатпайтын қырларын) параллель және тең кесінділер түрінде кескіндеп, олардың бос ұштарын қосады.
Призма тік және көлбеу призма болып бөлінеді. Бүйір қырлары, табан жазықтарында перпендикуляр призманы тік призма (165-сурет) деп атайды. Егер призманың бүйір қырлары табан жазықтарына перпендикуляр болмаса, онда оны көлбеу призма деп атайды.
Ұштары призманың табан жазықтарына тиісті перпендикулярды призманың биіктігі деп атайды. 166-сурет-сызбада ![](data:image/png;base64,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) төрт бұрышты көлбеу призма және оның биіктігі кескінделген.
Т абаны дұрыс көпбұрыш болып табылатын тік призма дұрыс призма деп аталды. 167-сурет дұрыс алты бұрышты призма және оның бетінің жазбасы кесінделген.
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167-сурет
Достарыңызбен бөлісу: |