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[简答题]
2022年成人高考高起点语文真题试卷:诗的前两句描写了梅花绽放时的哪些特点?(4分)
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[简答题]
2022年成人高考高起点语文真题试卷:诗的后两句表达了诗人怎样的思想情感?(5分)
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2022年成人高考高起点语文真题试卷:阅读下面文字,按照要求作文。(60分)“近朱者赤,近墨者黑。”“三人行,必有我师焉;择其善者而从之,其不善者而救之。”“士有诤友,则身不离于令名。"古人的这些教诲对于今天我们如何与人相处仍具有指导意义。请结合自己的学习、生活经历,以“我与朋友共成长”为话题写一篇作文。立意自定,文体自选(诗歌除外),题目自拟。不少于600字。
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2022年成人高考高起点数学(理)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690253546573560.png" title="1690253546573560.png" alt="1.png"/>
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2022年成人高考高起点数学(理)真题试卷:已知a,b,c成等差数列,a,b,c+1成等比数列.若b=6,求a和c.
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[简答题]
2022年成人高考高起点数学(理)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690253680555608.png" title="1690253680555608.png" alt="1.png"/><img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690253685270419.png" title="1690253685270419.png" alt="2.png"/><img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690253689255236.png" title="1690253689255236.png" alt="3.png"/>
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2022年成人高考高起点数学(理)真题试卷:设函数f(x)=xlnx+x.(Ⅰ)求曲线y=f(x)在点(1,f(1))处的切线方程;(Ⅱ)求f(x)的极值.
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255113800908.png" title="1690255113800908.png" alt="21.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255135997540.png" title="1690255135997540.png" alt="22.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255169272837.png" title="1690255169272837.png" alt="23.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255193572509.png" title="1690255193572509.png" alt="24.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255219444032.png" title="1690255219444032.png" alt="25.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255242146059.png" title="1690255242146059.png" alt="26.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255261619065.png" title="1690255261619065.png" alt="27.png"/>
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[简答题]
2022年成人高考专升本高等数学(一)真题试卷:<img src="https://imgs.cwjedu.com/public/upload/image/20230725/1690255281412471.png" title="1690255281412471.png" alt="28.png"/>
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[简答题]
2022年成人高考专升本高等数学(二)真题试卷:<img src="data:image/png;base64,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" alt=""/>
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[简答题]
2022年成人高考专升本高等数学(二)真题试卷:<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANMAAAA1CAYAAADbGt5GAAAMhUlEQVR4nO2d22/bVBzHv77FTpqk3ZomW1PSbnRqF6Zp06gQDBAgMY0XELyNBxC8Iv6mSSDtAQQa0kSZkCZVqGqlbYVqanpVl95CkqahWZw4jm88VLaatmntxGku9edlml2fc9L6e36X8zsnhKZpGtoEWZYhyzI4jjvyvqZpUBQFNE2bblNVVZAkadcQHc4wbfUW0TQNlmVRKpWOvK9pGgiCsNSmKIp2DM3BAUQ7WSYdTdNQLpfBsuyhe6qqAoBjbRxOnbZ84wiCAMMwR1ookiRBEAQURWlY/8Vi0RCtg4NOW4oJ2BONy+WCIAiH7hEEAYqiTmyjVhfP5XKhXC7X9KxD59K2YgL2BEXTtGUroaoqBEGAoigVz5q1ZjRNg2GYhlo/h/ajrcUEAAzDQNM0S1ZGFEWoqgqGYSpiKyvWhqIoU9bP4ezQ9mIC9hISx+VRDlouXUAMw1Rcd7vd9g/O4czQltm8alhJjUuSdEhMtVAqlaquezmcLTrCMukQBGEqftI0zbbUOU3TzlqVA4AOExNgbn2pUCjYltqmadpZ03IA0IFiAvYsTzWxCIIAkiRtcfH2I0mSre05tB8dFTPtR1GUU8222RWDObQvHWmZgL3UtR2unCzLpn6OJEnTP3tU20ctPju0Fx0rJsBc/CSKIhRFMVLrBw11oVAwJRLdCpox9Pl8HpIkYXJyEsvLy8hms8jn89je3j7xWYfWxfxeBQtYSVE3ewsEwzAoFotgGAYsy0JV1Qr30OfzmR6fXhd4Ej6fz/hXFEWcP3++tsF3CDzPg6bptl9isOUtPpgaJgjCKEKVZRmapmF3d/fIZ61umbDKSa4eSZLo6uqCy+UCgENxlhWhW50U5ufnMTIyYumZ0yKXy51aX+Pj41Xfj3aibjGJooh4PI65uTmoqgpZllEqlTAxMYGVlRXE43Gsra3h119/xebm5qHnGy0mkiRPdL0IgrBtHIqimHILt7a2wPN8SyYtVlZWMD4+DgDY3d3F1tZWw/ra3d2F2+3GhQsXGtbHaVGXmDRNA8uyCAQCmJ2dRSaTAU3ToCgKhUIBg4ODGB4eRiQSgSzL6Ovrs2vcliAIwtQLbkfCgqIoUwWw09PTCIVCdffXCHTXFwB6enowMzOD6enphvT14sULfPTRRw1p+7SpS0z6bH7u3Dm8/fbb8Pv9APZchEAgYBShSpJU8UI3Yy+Qma3sdlmncrl8aN1pcXERCwsLAID19XUEg8GWLZRVFKViQrhz547hys/MzNjaVzAYhMfjsbXNZlFXAkIXB03TuHTpknE9lUoZwaQoikY8or+szU46VMPq+RHVYBjmUDv9/f1YWFhAMplEIBBAJBJBJpNBPp+Hx+NpirB2dnaQy+XAsiwkSUK5XAbDMFhdXcV///2HdDoNWZbh8XgwOjqKlZUV8DwPWZZt+T0BaNmYsRbq+o3os9X09DQCgQBGR0chyzJyuRxu3LgBAOA4zrBE4+Pj8Pl84DgON2/eNLJarYJdLzTHcYfiNJ/Ph7GxsYprgUDAlv5qpbe3F729vYeuEwSB1dVVBIPBiuuhUAjDw8OnNby2w7KYdKuiqiokSQJJklhaWkK5XMbQ0BAymQyuXbtmmG5RFMGyLL788kuk02n4fD643W50dXXZ/mEOjjObzYLjOJAkCZIkoSgKXr16BYqiwHGcMbtSFAWWZW1NhjQ6sWIna2trGBwcrLj28uXLior4RCKB1dVVvPvuu80YYltg2dfS3TOSJNHT0wO/34/XXnsN4XAYLMsiHA6jWCxibW0Na2tryOfzSCaTWFpawi+//IJ8Pm9aSKurq3j48GHFtcXFRVPBsCAIkCQJpVIJiqJAFEXs7u4aoioWixAEAfl83nLlAmBucbZdOHfuHB48eGD8X1EUcByHpaUlAHvZvYmJCVy7ds1Su3Nzc3j8+HHFtXg8jmQyWf+gWxBbHF/9xdJn40AggI2NDfT390PTNHAch7/++gvRaBT9/f2m2718+TIURcHff/+NmzdvAgDOnz+PVCp14rNdXV2HRNvd3W2qX1EUIUkSWJY1XixN05DNZtHT02Osox0XOIuiCFmWDSsI1HYU2Wng9/uRy+WQTCZx4cIFEAQBr9cLVVXx9OlT+P1+3Lt3z3K7oVAIc3NzWF5expUrVwAAHo+nY8/PsE1MusXSg3iO46AoCjweD0qlEkRRxAcffHDk8VzHceXKFfz888+GmFwuFy5evGjqWVEUIYoiKIoCQRBGNXkulwNN0/D7/ca496++65aKYRhjHUiPBf/9919wHFdVTDRNo1QqoVAooFQqQVVV9Pb2wuVyoVAoGMkYHbfbbaxNqaqKQqFw7Gc6GGfqKezu7m6EQqGadwt/8803xu+gWCyiu7sb169fx8OHD/HFF1/U1GYgEMDt27fx/PlzQ0wkSbZcrGwXtlomYO8FJkkSXq8XGxsbGBkZwczMDILBYF3rTKlUCqFQCLlczvjDHIeqqiiXyxXn6JEkaQhLjwdUVYWqqhViOsoNZRgGQ0NDLZmFPI54PI4XL17g448/PrZch+M4xONxDAwMQJZlKIoCkiQxMDCAyclJ3L59u6b+w+EwfvvtN+P/oig2PfHSKGwRE8/zkCQJmUwGPM8jFArB5/OhUCjgzz//RCKRwNdff11z+1evXkUsFkMwGDQdbx03A+oWxWqKtxYhNXtb+8TEBF6+fInt7W18++23h+5LkoTnz5+jXC7j/fffBwB4vV6jHOzWrVu4f/8+aJrGW2+9VdMYgsEgYrEYotFowxNPzaTuaVbTNFAUhWfPnmFjYwORSMRwNXw+H2ZmZure1n316lXMz89jZ2fnyFRurdi1VnIczV6Y/fDDD/H6668fWUz76NEj3L9/HwRBGEIC9iYZfeKgKAqffvopHj16hB9++KGm0qKxsTH8888/SCQS6OnpMfXMkydP2q5er24xlUolZDIZBAIBXL9+HSRJIpvNIhaLYXNzE5999hk8Hg8ePHiAeDxeUx8URcHr9VqOtxrF5uYmfv/9d6TT6RN/ttkJh0gkgrt37+LOnTtH3v/8888PWRxZlitiu2AwiO+//x47Ozv46aefsL6+bmkMg4ODyGazRoXMSQiCgMnJSTx9+tRSP83Glp22i4uLGB4ehiAI4HkegiCgu7u7YjaMxWKYnZ1FKpXCe++9h1u3blnqIx6PY2hoqN6hHqJahk2PGQ7eU1UVr169wh9//IEbN25gdHT02PZVVTWsd7Mw685qmob19XU8e/YMyWQS33333aH7B7eomEFRFGxtbSESiZh+Znl5GRcvXoTX67XUVzOxxc/RS0LcbnfFYuh+otEootHokQuEB4nFYvB4PBgaGsLW1hZCoVBDhARUtxzV9ibp62sej8eU1dHXtZpZQmXWnSUIAul0GrOzs/jqq6+OvG9GSOvr6+jv7zcym4lEApcvX7Y0ZjNJplbD1qDBzC/6JCHp7SwsLIAgCOOPctqcJJRCoWDpEJVWrUc8yNjYGN544426ik/n5ubw5MkTvPPOOxgYGLAspHbl9N9SE4yMjLR8AaReCW8Gu86jOA47F4TrreL+5JNPbC2GbRdaf6psAfSypP3hJUmSphIikiQhnU4jkUggm83WPRb9vIpUKoWpqSns7OxAkiQ8fvwY+Xy+7vbt4qwJCWhRy9RKKIpSUQmxHzPZqXg8btQBulwubG9vVyQ3DlZE9PX1HRt06650KBTCjz/+iDfffBMMw+Du3bsWP5mD3ThiOoFqcSBBEKZqzPRA2u5z/PRqhVbc9n5Wcdy8GiEIwqiLM4PdqfGpqSlEo1Fb23SoD0dMNaKqquXvhBIEoeqXW1tBkiTMz88jHA7X3ZaDfVgWU6d+W95Jn0sQBBQKBeRyOeRyOeTzeeRyOdN7oViWNdbhamF2dtZIxScSCUQiEfA8X1NbDo2hY88abxTZbBY8zyORSCAQCFjexl1rCntqagp9fX0Ih8Nwu93geR48z6O3t9eJm1oER0ynjHPAf+fixEynTC1b5B3aA0dMJpEkqeouWEVRTJUWaZp2JhczzwqOmExCkmRVIegxkBmPudn7mxwahxMz1YleEU7T9ImJBVVVbT3X3KG1cCxTHciyDEEQIMuy6e0YztzVuTiWaR9Wz2vQNM3SN7cLglDz6UEOrY8TDe/DbMp6/4lHVlw2x73rbBw3bx9mkwMEQdS00Y+iKMfN62AcMZlE0zQj2VDNwpxUq6cfhOkIqjNxxGQSXQhHWST9oBH9+6iqoVs+Z+G2M3FiJgsct87kxEMO/wOAiZGqf8EukwAAAABJRU5ErkJggg==" alt=""/>
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[简答题]
2022年成人高考专升本高等数学(二)真题试卷:<img src="data:image/png;base64,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" alt=""/>
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[简答题]
2022年成人高考专升本高等数学(二)真题试卷:<img src="data:image/png;base64,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" alt=""/>
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[简答题]
2022年成人高考专升本高等数学(二)真题试卷:<img src="data:image/png;base64,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" 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