10. a ning qanday qiymatlarida ma`noga ega bo`ladi?
A) a≥0.5 B) 0.5≤a≤4 C) 0.5≤a<4 D) a<4
11. Ushbu x +px-6=0 tenglamaning ildizlaridan biri -2 ga teng.Shu tenglamaning koeffisiyentlar yig`indisini toping.
A) -6 B) 6 C) -7 D) 7
12. 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) funksiyaning aniqlanish sohasini toping.
A) x≤1 B) x≤ -3va x≥1 C)x≤-1 D) x≥2![](data:image/png;base64,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) 4>4>
Do'stlaringiz bilan baham: |