9. теңдеулер жүйесінің шешімі:
A) (2; - 3)
B) (4/2; - 6/2)
C) (- 2; - 3)
D) (0; 0)
E) (- 4/2; 6/2)
F) (- 2; 3)
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10. Поезд 60 км жол жүріп, 12 минутқа тоқтатылды. Қалған 60 км жолды поезд алғашқы жылдамдығына қарағанда 15 км/сағ артық жылдамдықпен жүріп, пунктке белгіленген уақытында жетті. Онда поездың алғашқы жылдамдығы:
A) 60 км/сағ
B) 120/2 км/сағ
C) 55 км/сағ
D) 64 км/сағ
E) 30 км/сағ
F) 110/2 км/сағ
G) км/сағ
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11. теңсіздігінің шешімі:
A) ![](data:image/png;base64,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)
B)
C) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF0AAAAeCAIAAADB34VWAAADyUlEQVR4nO1YOUgrQRiOZkWMRFBBiwiCqIV44FkYFEVImrRBQbwqFRsbC1sLm4hi4YkhKJ6FSSABq4REQRTEwgMEUUELRVDEE8Xj/e+tLPN2ZuOOO+N7Rb5i2dn59/uP2f3/mV/4+PjQRYFB+NcG/KeIxoUMjnEpLCw8Pj6G/7SoqGh6ejonJ0c7Z2xsrHSflJR0c3OjnZMIQabs/f2dFfXDw8Pp6anRaAwGg/X19dvb27S6cGGz2by2tiaSDw0NsTIV1yWgWtE57Tg6OgLau7u7q6ur1NRUVKt6XTJhMSgAp9PZ1NTE0FqZLr75RRCEmJgYm83m9XoZ0r6+vp6cnGRmZjLklIFvXJ6fny8vL8fHx2Ft3W43K9q5uTm73c6KjQi+cYmLizOZTL29venp6QxpQ6FQS0sLQ0IcHONSVlYWDofhP5qcnMzLy2NF6/P5rFYrKzYlfMaFbcb9pBaEtLQ0YC4vL4c6LT3HdRUUFOzu7krDl5eX0tJS8QkuPD8/Pzs7y9xama7vfy/9/f0Oh6OmpgZKQ0pKCi6wsbGhkmp/fx8dQkBlT1AsLCyoNxJcjbAbQF2QTdHVadiJdHZ2Pj09LS0teTyeg4ODgYEB+EcuLi7U2/qlLtQTlYZVV1evrq6q0U50obu7W/dlnZaMwCPd2to6MzOTn5/f3t7e09MD2RRyqsvlUmNQBCQkJEDlio+PF4ew3zEYDFQMeFAkL8QbyReiC7m5ubLXCXGJ8OHp9XqYfXx8PD8/B+vv7+83NzeTk5OpfMBRUlKyvr5eW1srDsFJSEkaOaXFl7mj5ML19TUqRpdfINLwEZ6dnU1NTb29vWVkZGRnZxN/eChDRAbi8+Hh4ebm5omJCShhOzs7fX19kFzVv07VKlFyoaKiAhWji0tVVdXe3p40bGho0P1ZbfHso8ZWYqYAhsHBwY6OjsPDQ8hWIyMjUKGIryvREm3Qkb59ogs4tNZpOATd3t5SvULUZbFY0FIdWVi7DV8a9jsuWs7QcFBeXFwkThUXF4PFsMKw+JDzKysraXURhfH2RQQbvq1La59ha2tLaSorKwuKYmJi4srKSmNjI5z0aHURhfH2RQQb1OPn+gzLy8viTV1dHaR9VKt6XbiwUvtCO36uzyAiEAi0tbUxJOTUvvhLBSdeCbCj9/v9o6OjDDk5tS9Q8I0LnKSh9IIDsJtiSMupfYGCY1zGxsYgO8LBjC0tp/aFDBzj0tXVBVfYyIpDVh11pfYFW3DsvygFgkoXLqy+fUELlvs6Wmjf13ECYV8XBY5oXMj4BXGPHfMgbqMPAAAAAElFTkSuQmCC)
D)
E) ![](data:image/png;base64,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)
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12. теңсіздігінің шешімі:
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)
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13. үшмүшелігі барлық үшін оң мәндер қабылдайтындай m параметрінің мәндері:
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) (- 1; 2)
G) ![](data:image/png;base64,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)
|
14. теңсіздіктің шешімі:
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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)
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15. теңсіздігінің шешімі:
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,iVBORw0KGgoAAAANSUhEUgAAAEoAAAAPCAIAAADMJ875AAAD8UlEQVR4nN1WaSisURgejFAiDMaS3VjiZo2UJfln+yPGkiXZs/1QY00phB+k7En4YU1ZUhJF2ZIQWcIfa5Ys2SLcx5z6ZjIz5ps76t7uWzO95+mc857nXT/mx8dHS0vL7e1tXl4e47+QqqoqLS2tpKQk6Ez8hoeHi4uL//arfkx8fHzKy8sF9DY3N62srKAEBgaOj4+/v7/LaeDq6io8PHxubs7Ly6u/v19bW1ssfnh4iEdsb2+7u7t3dXUZGhrKaZcIuGxsbBD9k97FxYWmpiaUsbExRUVF+Q1UVFS4ubkNDAwUFRVVVlYiW8TiMzMziYmJ0dHRJSUlBQUFHR0d8puGgMv5+TnRmTKd3NvbQ2w5HM7320ZGRiYnJ1EAubm5yAiK3hf86OgoPj5eRUUlKyvL19dXqnW4/pvMQkJWV1f7+fk1NTUpKCgQ8JOerq4uWouOjg6BlpaWUlNTd3Z2rK2tsdXT07O7uxsveHl5MTAwyMjIkErv+PgYO6GYmJicnJxIws3NzUdHR0NCQh4eHk5PTxn8skFIpfKkZGpqKi0t7enpqbe3d2hoCHleU1ODp+rp6Qno2dvbIywUvZSUlMLCwqCgIJwBz9XVVSxnZ2dfX19hPicnR6pVOA8NGQqcTTlSFG9oaEDtxcTEmJmZqaqqApfEjSoZolAxRPA7OzsdHBzwZnR+fX39/Px8CwsLvFNAD/7DvR4eHgTa3d0NDQ1VVlbmcrnp6elASktLnZ2dHR0dGxsb6TjVyMgIwTE1Nb28vBRuGF9wPAI5QixGRUV9cyHhI5qcSkpKQB4fHxF89K37+/vFxUW8PDg4WEAP3SwgICAzM5O40MbGBqOCRA86ELRThBcZRYcbBLfX19dj2OAG+E4Sjryqra1FZra3tyckJNC8XFgQOlyCDtzW1vb29mZsbGxpacliscBIQA+1np2dDRciCbFUU1MrKyuLjY1FjTU3NwMJCwuztbV9fn5GG6irq0tOTr6+vkYhISvILQgCCsDJyYkseTwejrDZbBR6X18fEBcXl5WVlS+4q6urhoYGigIpStKEbJNERrSveHt7UzMAgnRbX19fW1sjg4BBdU6QYfA7m9h78VkzPz8PMijluLg40BscHERgt7a27OzssAGTbWJigs0XLPHi6elp6vj+/v7d3Z0oDocKW6G2ySO/+EItaQ0GpC4aN1IcMWxtbQUCHXV8cHBA6Kmrq9/c3DCZ4m+LiIjo6emRaoXmNpmEFj0eX4QRzBLMD9BGPP39/RcWFsD27OwMeS96fHl5mY4VmttkEtnGOiWRkZFo8WjuKGssUUtY/sgXz8/KH9Jj8IcY/vG5SHTh+fbvyG+TPfWRZzdHygAAAABJRU5ErkJggg==)
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16. теңдеулер жүйесінің шешімдері:
A) ![](data:image/png;base64,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)
B) (2; 2)
C) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEoAAAAPCAIAAADMJ875AAADOElEQVR4nNVWTUhqQRh9pCKZgkVmuYgKKqGCbBURtShc9LsREoKkTWaBtAm1NkFvlxBB/y1y4cIWLfojCGphgSARbVqkRS7FCiGiX8iOzeNynVvjzeBBB7zM/WbmnDnf/WZGaSKRiEaj3d3dfr9fLpf/+c14fn5ubm7e2NjQarUkIsVvdXW1v7//t3sDYMFisXg8HofDQSJJe5ubmysrK2i0t7fv7u6+vb1lQG0wGC4vL1ELNTU1bre7oaGBMTgWi1VVVV1fX5PXn+hShI2NjVarNcXe1dVVSUkJGjs7O1lZWZkJlJWVHRwc5OTkYKG9vb3gZAxGvdze3nKvP9GlCEtLS/nSSXvxeFyhUIhhubi4QI4rKiqEXevr66TR0tJyf3/PIEGxGI1Gl8slfvUMXYoQRmCH60ray83NfXh4UCqVXDQYDA4ODp6fn5eXly8uLoLdbre/vLwUFRUNDw9/JUOwv7+PnYxGU1MTjiuqF9qhUKirq0s4kRKtr6/3er1pdSlCGMnLy0uxhw8aiUSqq6u5KMp3fHy8o6NjbW0NkqA4PDx8fX3FikdGRhjezs7Otre35+fn0RZ6A6anp51O56dzKdHT01O8ptWlCFGZsJNiD9aPjo749pAPXBUymcxsNg8NDc3OzuLkwJmxsLDA8La8vBwOh5F4iUTy1Zi/HyBt7Df+cUKJIjIxMZFWlyKcm5sDSYo91BJC/LuhsrISBU0SiTZOC9RncXExwxtWoFKppqamGGMAzg/lTSiKiBhdPuHj4yO591LsFRYWIltI3tjYGF7b2trwBQYGBvr6+lDuS0tLKF29Xv/09AT/MzMz6MIwbBLQ1dbWEiLsDTwxhVOtq6s7OTlhuyXo7OzEMzs7e3JykhNFxGQyUbqUKAVYsNls3J3+zx6A2xDPra0trgOlz7VhOxAIoHpx9GMksYcdvLe3V1BQoNPp+FkkwB14d3fHsMQfz9flA9VO6VKiQkJUMj8oZayAQ2trKz46DiXkkvwBADQaDRiFMgQ9PT0+n08M+bd02aJCiLLn/AAVxDZTq9U3Nzf5+fnCKcfHxyJX8C1dtqgQoux9itHR0Yzn/jfRzO39CrwD9zfaRsQxnv0AAAAASUVORK5CYII=)
D)
E) ![](data:image/png;base64,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)
F) (1; 8)
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17. функциясының мәндер облысы:
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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)
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18. функциясының анықталу облысы:
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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)
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19. MN кесіндісінен Р нүктесі алынған, сондай-ақ МР кесіндісінің ұзындығы NP кесіндісінің ұзындығынан 9,6 см-ге кіші, ал NP кесіндісінің ұзындығы МР кесіндісінің ұзындығының 80%-ын құрайды. МР, NP, MN кесінділерінің ұзындықтарын табу.
A) см; см; см
B) см; см; см
C) см; см; см
D) см; см; см
E) 45,6 см; 36 см; 81,6 см
F) 52 см; 42,4 см; 94,4 см
G) см; см; см
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20. 250 талапкер математикадан емтихан тапсырды, 180 адам «5»-тен төмен баға алды, ал 210 талапкер емтиханнан «2» алмады. «3» және «4» деген баға алған балалар саны:
A) 140
B)
C) ![](data:image/png;base64,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)
D) 420/2
E) 40
F) 210
G) 160/4
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21. Геометриялық прогрессияның алғашқы жеті мүшесінің қосындысы 14-ке, ал алғашқы он төрт мүшесінің қосындысы 18-ге тең. Оның 15-тен 21-ге дейінгі мүшелерінің қосындысы:
A) 1,143
B) 8/7
C) 1,1(6)
D) 1,16
E) 4
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22. АВС үшбұрышының қабырғалары 5, 6, 7-ге тең. Ортоцентрлік үшбұрыш периметрі:
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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)
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23. Трапецияның табандары 89 және 142, ал диагональдары 120 және 153-ке тең. Трапеция ауданы:
A) 8100
B)
C) ![](data:image/png;base64,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)
D)
E) 902
F) 8420
G) ![](data:image/png;base64,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)
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24. Конус биіктігі 12-ге тең, осьтік қимасының периметрі 36-ға тең. Конус көлемі:
A) ![](data:image/png;base64,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)
B)
C) 112
D)
E) 102
F) 100
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25. Шар радиусы 3-ке тең, ал табан шеңберінің радиусы -ке тең болса, шар секторының көлемі:
A) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAALCAIAAAAvJUALAAABK0lEQVR4nGP5//8/A9GABUJ1dnbOmjXr+fPnCgoK165dw6d6zpw5379/P336NDs7e3p6OgGzp0+fvmbNGiEhISB7yZIlWNX9/v371KlTINXXr1/39vZ+8OCBiIjIjBkzvLy8gIIXLlxITEwESjExMXFwcAClysvLQaqZmZlXrlyppqa2c+fOoqIiiGpWVlYZGZlbt27NnDkzNDQU6EioS4CiwsLCQL6Hh0dUVBTEam5u7qNHj/Lz84eHhwN1ItwN1Lphw4aEhIStW7fq6OgcOHAA6On58+draGgADfrx40dycrKWllZFRQVIdVlZWWxsbElJibKy8rx583bs2NHT05OSkmJlZVVZWWlgYAD0ANDRULN5eHjWr18P976pqWltbS2EXVBQgCV2iAQAHLFt1FZYJsAAAAAASUVORK5CYII=)
B)
C) 4
D)
E) ![](data:image/png;base64,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)
F)
Элементар математика
ПӘНІ БОЙЫНША СЫНАҚ АЯҚТАЛДЫ
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