D)![](data:image/png;base64,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) ![](data:image/png;base64,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)
E)![](data:image/png;base64,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) ![](data:image/png;base64,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)
21.Өрнектің мәні тең болатын сан(дар)ды көрсетіңіз: ![](data:image/png;base64,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)
A)
B)![](data:image/png;base64,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)
C)
D)![](data:image/png;base64,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)
E)
F)![](data:image/png;base64,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)
G)
H)![](data:image/png;base64,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)
22. теңдеуін шешіңіз
A)шешімі жоқ
B)0
C)–2
D)1
E)–1
F)2
G)3
H)
23. теңдеуінің түбірін және анықталу облысын табыңыз:
A)7
B)3
C)
D)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAbCAYAAACN1PRVAAAACXBIWXMAAA7GAAAOxgHq1c2SAAABdElEQVR4nGNpbGxkoBdgoZtNo5ZhA/X19f+JUQdME4wUW4ZuEDGALMtAviLVIrItIxeMWgYHuOLr5qb6hcvOMsTB+LJuOSUp1qK9FFmGDfx7e9zw8FkGb2QxMVGRm+jqqGLZ7aM7Chjcctob0XxCdctgvnrMMCWu/pqHZ1qOQ4D0z59fKLYMW3y9vXHV6TEDgzCY82SH86yKHZ+Noxt8/dQYt1BkGTbwT8V3Y6O1eO+/f3cktzQuPnKWgUHp7NLNE7Xqfc6qMDE9J2gZrNwjppQQFxe/A6KZmFSe+zU2Kvve2uTTsPTs5gPHLaNU8KVGZEuILWjRAaOa35Yo47OLDmORQ7EM2ScwC2Fi5JaHOC2jFmBkML7nYCm8jCTL0H2HDtjZn/IcmLp9LkNgUoelMNN5kNjro3OKb2gkn/VjYnyOrp4in33//p339ePHJmcnNZ7bARUDF1NYkj1RluHzHSwF+hHpuMFX6lOaCkmyjFqArpYBAMv7m3RhCoXLAAAAAElFTkSuQmCC)
E)4
F)![](data:image/png;base64,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)
G)5
H)![](data:image/png;base64,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)
24.Геометриялық прогрессияның еселігі болатын сан(дар)ды табыңыз:
A)![](data:image/png;base64,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)
B)3
C)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAwCAYAAACScGMWAAAACXBIWXMAAA7HAAAOxwE4ki92AAABr0lEQVR4nGNpbGxkGKyAZaAdgA+MOo5cMOo4cgFdHPf/1iafhqVnN8u65ZSkWIv2EquPpo5jZ3/Kc2DKrA07njA4k6Ofpo77+VP6i2Vqo4v52+OG8ybt2E2q/tE0Ry4YdRy5YNRx5IJRx5ELaO64m5vqFy47yxAH5uya0lO/yzgrtt7HRoWJ6fmAO07drzG+0Y8hnhy9IztaKQGjjiMXjDqOXIDiOJQyCRcwjlrU6KeOt2ior6//T45jgB18RpyOo6RMwmcJuWDoROtgA6OOIxeMOo5cQFfHgctRhigGQuUkDNDNcaDxEnABb8ywiFg9dHHcv393JLceepUty8Dw9jEJ+ujiuNtbDpSIBNpN/j9p6eRB5ThQdB4W9n+WJPjx/BYS9dJ8CGzfDWFDz1CZfobvH3lJ1U9Txz3Ztz39rUbyeeufP7/8Y2AYPI779/a44ca3tlIp1oxEj2SiA5o57u2Nq06Pzz4uqj/LUIQicXaZUv1ZWW+PvCRXS2Gm8wPiOFHrlN5GawZ4qIGKky2Ni4+cNY46MugKYXLAqONAgIlJ5blfY6OyHwl6RkOOXAAAQRWHrNouLQUAAAAASUVORK5CYII=)
D)
E)– 2
F)2
G)– 3
H)
25.Теңсіздіктің шешімдер жиынын табыңыз: ![](data:image/png;base64,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)
A)
B)![](data:image/png;base64,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)
C)
D)
E)
F)
G)![](data:image/png;base64,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)
H)
26. теңсіздігінің ең кіші бүтін шешімі жататын аралық(тар):
A)(–3;1)
B)
C)(–∞;2)
D)(–1;5)
E)![](data:image/png;base64,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)
F)
G)(4;12)
H)(–∞;0)
27. функциясымен берілген, есептеңіз:
A)3,5
B)5,5
C)![](data:image/png;base64,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)
D)2,5
E)![](data:image/png;base64,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)
F)4,5
G)![](data:image/png;base64,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)
H)
28.Қабырғасы м болатын шаршы үшін дұрыс тұжырымды көрсетіңіз:
A) м
B) м
C) м2
D) м
E) м
F) м2
G) м
H) м2
29. сызықтарымен шектелген фигура ауданы:
A)![](data:image/png;base64,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)
B)
C)![](data:image/png;base64,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)
D)
E)![](data:image/png;base64,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)
F)
G)![](data:image/png;base64,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)
H)
30.АВС үшбұрышының төбелері: А(0;1), В( ;0), С(0;3) болса, В бұрышының косинусын табыңыз.
A)
B)![](data:image/png;base64,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)
C)
D)![](data:image/png;base64,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)
E)
F)![](data:image/png;base64,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)
G)
H)![](data:image/png;base64,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)
Достарыңызбен бөлісу: |