33) , bo`lsa x=? A)a B)a+b C)a-b D)ab
34) funksiyaning aniqlanish sohasiga tegishli barcha butun sonlar yig`indisini toping? A) 28 B) 15 C) 30 D) 32
35) ![](data:image/png;base64,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) proporsiyaning noma`lum hadini toping. A) B) C) D) 4
36) 55 dan katta bo`lmagan barcha natural sonlar ko`paytmasi nechta nol bilan tugaydi?
A) 12 B) 14 C) 11 D) 13
Do'stlaringiz bilan baham: |