Алғашқы функция ұғымы. (11-слайд)
Анықтама: Кез келген X жиынында өзгеретін үшін ![](data:image/png;base64,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) теңдігі орындалатын болса, онда ![](data:image/png;base64,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) функциясын ¦(х) функциясының алғашқы функция деп атайды.
Мысал . ![](data:image/png;base64,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) функциясы ![](data:image/png;base64,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) функциясының алғашқы функция болады.
![](data:image/png;base64,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) .
2- мысал ![](data:image/png;base64,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) функциясы ![](data:image/png;base64,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) функция үшін (- ¥; ¥) интервалында алғашқы функция болады .
2. Алғашқы функцияның негізгі қасиеті (12-слайд)
Белгілі бір X аралықта ¦(х) функциясы үшін алғашқы функциялардың кез-келгенін мына түрде жазып көрсетуге болады
Достарыңызбен бөлісу: |