tugri javobni belgilang: 1) a>0 bulsa, logarifmik funksiya 2)a<0 bulsa, arksinus funksiya 3)D>0 bulsa, logarifmik funksiya 4)D=0 bulsa, logarifmik funksiya 5)a<0, D<0 bulsa, arksinus va logarifmik funksiya
*1,2,3,4
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2,3,4,5
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1,3,5
|
1,2,5
|
integral uchun qaysi javob to’g’ri: 1)D>0 bo’lsa logarifmik funksiya 2)D>0 bo’lsa rasional funksiya 3)D<0, a<0 bo’lsa logarifmik funksiya 4)D<0, a>0 bo’lsa arctg funksiyasi 5)D<0 bo’lsa, aniqmas integral mavjud emas.
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* 1,2,3,4
|
2,3,4,5
|
1,2,3,5
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1,2,4
|
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) 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