25. Теңсіздікті шешіңіз:
A)![](data:image/png;base64,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)
B)
C)
D)![](data:image/png;base64,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)
E)
F)![](data:image/png;base64,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)
G)![](data:image/png;base64,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)
H)![](data:image/png;base64,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)
26. -тің бүтін сан мәні болатын жауап(тар):
A)
B)–8
C)1
D)–4
E)–2
F)24
G)4
H)2
27. функциясының туындысы болатын жауап(-тар)ды табыңыз.
A)
B)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFkAAAAzCAYAAAD8ZKSTAAAACXBIWXMAAA7FAAAOxQFHbOz/AAAFtElEQVR4nO1bX0gcRxj/7hBESB6SzdoYXSnpeVoFqdmCOc40pUnE0HNTSgshcib130MQW5oU0qe9eWogCkZsIMGUFntS0pK2eqGHhZBigrQwTSoomkgK2ajB6yohwiGkd91ZXd07T+Pt3c2d6f6ednZmd37fb2a+79vd2SyEEJhILbLSTeD/AFNkCjBFpgBTZAowRaaALSNy+H6/y+PFA1x169kmJ9uRbj7xIONFzs6e2nar+8pP/sdwKN1cjCLjRV5czF9wNKPDlfJwxVdd/l/TzccIMl7klwGmyBRgikwBpsgUYIpMAabIFGCKTAGmyBSwJUSe6Be/6cNQrxYGu9vFQf60W3RV2azWmTRT2xS2hMjFAjqJBDiZbh5GsSVE3uowRaYAU2QKMEWmAFNkCjBFpoAIkUVRDKeLyMsGhJBFO85ar8JE8mC6CwowRaYAU2QKSKnIkZ/zObmmreGIg7HeTWWf8YAWv5SKPH0TH4f3xc+QQlx9k3b99wuFrW+/l7+4uJDKfjcLWvxSKjLjFHocy8dFzppOrmv2cjAY3A5Wa0aITIsfXZ/M5f6dk5PzDBYXqXa7aaSIHzWRLXIgH153/JEpriIaqeQXU+TAnZ4z3YNS+1KJf5joV4hQaDLPN7RLOHq64NNMnMWp5rdGZLJ78mc4pjz9sRa1c9R7u/cq29uSQECY9I21lH7kEjN1FqeaX4TIakojl7yibU21Wm0zjmruEh4MnDYaEMiqGC9pxILVMhOShyt843ZecDI9yTIgUdDgFyGyuoPSAVf15+ZkqZyrPnYp2l2ElndZ5tZ5Tgl2i08rSwU197RZv/oB1ANYvYrkopVHNkNMW0XKdXuXzqx1W2vbrM11o9vwbnczjIXyBcGOjPLbjO369hsGPpUEnAAUtemauBTkxQPkWBq//2EtTAD6jf2k5fz5V9UOlv2a0Q+gS6RHvytrEz8gOaxmhN5t6Q1FiqErDxZd6M9AnadW0M59eauTXb6P3ibBIL/N2q5HTJFXRkZJJQGG5GFnUYV+dljsgg8hwbIUIPvaPWQgmosPJyNoqMJc91+A6tYrWp9WxnH3AO+/0YcDVcRtZefMAGkj8SduNClikjZkFVY2ut0BMmu9AxdLRRfeGwxCQJLeBNmSr1ii3qvI5T7H+0ItRvkZsT2myMSoJuTYpYnt7/L9wMbIMJiSspvcoCTnlti/N0o6GsHpR0Wjj+GN3IO7OvXnl2ed1qaCtOFKd/4SwVuJIcU83MYY149N1vI2u81Hyn1ezwBecTe2GUGAhP8Qjcf2Dd0FEbuxLnCK/KuxRBp8+vqcPYUPygrg3mjgn2Kws7717pNskJyWrDIuRt1OhhtRFvJKmQxOK9Mz0j2I23sRnk7WO4p4bH/hw0jYVop5wA9j1QX/erRv1AKcNDZ5dOqdgsvJTIGw4u8Ee/GG5CV5rhyAjVHDySwTnlKGQy2xzqYO5IQOLf9fb2XGg3hsf/ET33xg9yxwz8t0pAlU3znPFDW+xZ/xeAMXk/XMr80QCffV9zCtI/o/nUjQGYBacC0PPMYTVZOuojy9WCQbAiXKF+7JeRAKjub5FP9LMglSR8T2sP0THu/s14F52G1jwJDI8doeIbLmg5Wg8wUxLlYQUmeDfKC8jZkYghIXDoMMHIw+J6T/vdNzds7Z8G0iS5EEsP0H+U6/Fx+S1H1v0L5aS/xquIr43to6/mOsuLHojGMIc/uVNOy4WgbYDthLBmsh8re03KfsDngSLzejtkfO5B3sk1yAp3jFOOK/xCNN0Rcqs+zHamWWKeezswu3lRX4JZI68SR1YiwJv48lEVxsY/etZjgEkXmyvs2Vc/5nq20aItwAU932ebHc9a4oQjjWfeKGAdsjRCYzREDoNWGDPjT/ppW1X8AcG1xjBFqGk0gbYo/TCdcA0LVkbFg0arv5+YkCTJEpwBSZAv4DuyZ7AhREvWsAAAAASUVORK5CYII=)
C)
D)
E)![](data:image/png;base64,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)
F)
G)![](data:image/png;base64,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)
H)
28. бұрышына сыбайлас бұрыштың радиандық және градустық өлшемдерін көрсетіңіз:
A)
B)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAvCAYAAADw46qXAAAACXBIWXMAAA7IAAAOxQH78v8hAAAC7UlEQVR4nGNpbGxkoCdgoattoxYObwtvbqpfuOwsQxyML+uWU5JiLdpLEwv/vT1uePgsgzeymJioyE1KLcNp4e2jOwoY3HLaG6ngI4IWwnz3mGFKXP01D8+0HIcA6Z8/v2DTjB7sqED2rUdekqulMNN5vBa+vXHV6TEDgzCY82SH86yKHZ+Noxt8/dQYtxBvGRDIaF+Qk+K8zfDzJwEfqvhubLQW7/33747klsbFR84yMCidXbp5ola9z1kVJqbnIDWvj84pvqnRsLrRjzH+5qY5ve+sk5Y4SD2/fWDKrA2v7RsmwB2HZhlWC8XFxe+AaCYmled+jY3Kvrc2+TQsPbv5wHHLKBVonIIc5SfOeAfkqJsMdp/8gMH2/dkjw6uMHm89dTkOYLMIp4XogFHNb0uU8dlFh7E46u3xA1EMGslnQWxwQtPMOYUrvom2EBcAJa6N17XNPJ04Zv77flXyxllZTe084QmE9BFlISOD8T0HS+FlcMtA8Ttpxxqx6IZ8kI/+37nmcI5BTDhWkOHF26NHw95bWh6GxTdeC9nZn/IcmLp9LkNgUgcsOYMSyA1gsPkxMT6HWwZKTDIe99Og8fXm9St1BobHSosbzz4Dl0g4LMOw8Pv377yvHz82OTup8dwOqBjYAKQswXjnmvFZBll+jyDzUvT4Iqb4Q7EQljL98GgAJSJgI0EEWUzUOqW30ZqBqFJp8NQWoxaOWkiUhfX19f9pYQmwsc2I1UJkCVqBERaHoxYOqIXgVhtDFEOjn3o8zS38D2xYgZuIxgyLSNVLsoWgGn/roVfZssA21GNSNZNj4e0tB0pEAu0m/5+0dDLNLQQF5WFh/2dJgh/PbyGsnDILQQ2sfTeEDT1DZfoZvn/kJdM+4i18sm97+luN5PPWwIbTPwYG2loIbvS+tZVKsWakTYcUHYB7VGcfF9WfZShCkTi7TKn+rKw3tm4ZRRaiNwPhjWHjqCN0yfiUgKFhITEtdKpaSAmgu4UApfdIJwARThAAAAAASUVORK5CYII=)
C)
D)
E)![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAdCAYAAAApQnX+AAAACXBIWXMAAA7HAAAOxQEKpE30AAAC2ElEQVR4nGNpbGxkGKyAZaAdgA+MOo5cMOo4csGo48gFo44jFwyY4/69PW44b9KO3Y8ZGIQZGIzvxdb72KgwMT0fcMf9+3dHcvOkV10O9fW6IAeB+Y2bFzHU+8YhO3BgQu79a4nXxhqXYA5hYlJ5rmF84NLr9wwSKsIM2B33/9Ymn4alZzcbRzf4+qkxbkGWY2d/ynNgyqwNO54wOENEsEcFCNzcVL9w2VmGOBhf1i2nJMVatBeuQFD0hejZq3p3fFQlwSEHjOLDZ0VtHXwYepDNYcFuMSoAy0/dPpchqL60UZjpPCgatjQuPrK4keEIugMhFjF4I3TLvtXWEN6HbB4opHzzXpfNa2y8vBic5mTfeuQluWJNcz9/Sn+xTG10MYcmUnTHfb/4yIghMKnDEugwmOE+eR4hr4BqDxy3jFJBCpXbR3cUiEU3JKSghTw6YBK2PJ/SaCmCTw1RaY5Jw/KQJbogMGrEGBg+vkISAoXozbMMNmfPNsS9Qo9KMgBFGeI/WpS9PX4g6iwDgxKI/XjXlJ76XbKVoOiChTjdHMd455rxOWPb641IFv9T8d3YaC3eC0uTZxkeK+2YtGWNKI6MQxPHgTLI/sMMfrGJqhXI4uLi4ndANChN+jU2KlsenVM8ZdfZnmt3fI1V1BjwpkGqOe7S6u2NjAFJ0wmFhoyT50yPa7M8r75+o86gJkp7x70GhsZNjeT9fsKMBNMRqBQQEmd4KiYqcpNUe0h2HMhhGxn8GZCLibdHN6Xc0vA5iy3Rg6L/7Wvjn1o+/4H5hJF2jnsNTj+PgSX4FIb6XUgluYzH3jQnzhXsDPd49k872yeW6FMPi+5Lq2dNfWPbsNqKiZHkzIDiOOQq5/HShs1nQZbmOARI//z5Bb06QgayWirbQWoY2Bl4GP+dVVrcePYZTA5bNUiW49T9GuMb/RjiUWR//sQthwZgtQxGYU0BGG1skgsGteMAK3A43K89T4IAAAAASUVORK5CYII=)
F)
G)![](data:image/png;base64,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)
H)
29. сызықтарымен шектеліп, абсцисса осінен айналғанда шыққан дене көлемі:
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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)
30. Осьтік қимасының диагоналі -ға тең шаршы болатын цилиндрге іштей сызылған сфера 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)
Достарыңызбен бөлісу: |