символымен белгіленеді. Мұндағы s доғаның ұзындығы және ds шамасы элементар ұзындықтардың жүреді.
Сөтіп, материалдық қисықтың массасы үшін жоғарында табылған өрнекті былай қайта жазуға болады:
![](data:image/png;base64,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)
Енді С қисығы еркінше параметрлік теңдеулермен берілсін
Достарыңызбен бөлісу: |