3.Өрнекті ықшамдаңыз:
А)у-10 B)1+yC)1-yD) y+5 E)7-3y
4.Теңсіздіктер жүйесін шешіңіз: 3х2-4х+1>0
3х2-5х+2<0
A) B) C) D) E) Ø
5. f(x)=sin функциясының туындысын табыңыз.
А) В) C) D) E)
6. Массасы 0, 5 т целлюлозаның 85%-I су.Құрамында 25% целлюлоза болу үшiн қанша суды құрғату керек?
А) 220 кг. В)200 кг. С)209 кг. D) 205 кг. Е) 210 кг.
7. Егер S4=-28 және S6=58 болса, арифметикалық прогрессияның S16 табыңыз.
А) 1448 В) 1408 С) 1888 D) 1448 Е) 1444
8. функцияның;
а) нөлдерiн; б) өсу аралықтарын; в) кему аралықтарын табыңыз.
А) а) -2;2; б) (0;∞); в) (-∞;2)
В) а) -2;2; б) жоқ в) (-∞;∞)
С) а) -2;2; б) (-∞;2),(2;∞); в) (-2;2)
D) а) -2;2 б) жоқ в) (-∞;0),(0;∞)
Е) а) -2;0;2; б) (0;∞) в)(-∞;0)
9.Анықталу облысын тап ;
a)![](data:image/png;base64,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) b) 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) c) 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) d) , e) 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)
10. Түбірді табыңыз:
А) В) С) D) Е) 5abc
11. sin(arccos ) өрнегінің мәнін тап.
A) B) C) D) - E) -
12. y=cos(x-2) функциясының периодын тап
А)2π В)2 С)4π D)π∕2 E)π
13. Өрнекті ықшамдаңыз: А) х2 В)х С)х-2 Д)х-1 Е)
Достарыңызбен бөлісу: |