中学生网络课堂本课配套习题挑战模式1/5
单选题
难度系数：
1.如果不等式组
的解集是（ ）
的解集是（ ） A:  |
B:  |
C:  |
D:  |
一次做对，真牛！
+5奖励规则>
- 提示1：5YWI5rGCDQo8aW1nIHdpZHRoPTY3IGhlaWdodD0yMSBzcmM9Imh0dHBzOi8vcDIucWluZ2d1by5jb20vRzEvTTAwL0ZDL0I5L3JCQUNGRk1KeFRyVDE0aDFBQUFCcEFVcTRWMDQzMy5wbmciPueahOino++8jOWGjeaxgjxpbWcgd2lkdGg9ODUgaGVpZ2h0PTIxIHNyYz0iaHR0cHM6Ly9wMS5xaW5nZ3VvLmNvbS9HMS9NMDAvMUYvQTMvckJBQ0UxTUp4VHJTRkhqeUFBQUI2VjA3SFZnNjM3LnBuZyI+55qE6Kej
- 提示2：IOWwhui/meS4pOS4quino+mbhuihqOekuuWcqOaVsOi9tOS4iu+8jOWPluS6pOmbhuWNs+WPr+W+l+S4jeetieW8j+e7hOeahOino+mbhg==
- 答案：Qw==
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
本课配套习题挑战模式2/5
单选题
难度系数：
2.不等式组
的解集是
则
的取值范围是（ ）
的解集是则的取值范围是（ ） | A: m＜1 |
| B: m≥1 |
| C: m≤1 |
| D: m＞1 |
一次做对，真牛！
+5奖励规则>
- 提示1：IOagueaNruS4jeetieW8j+eahOaAp+i0qOaxguWHuuS4jeetieW8j+eahOino+mbhu+8jA==
- 提示2：IOagueaNruW3suefpeeahOatpOS4jeetieW8j+e7hOeahOino+mbhuaYrzxpbWcgd2lkdGg9MzMgaGVpZ2h0PTIxIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMUYvOUUvckJBQ0UxTUp4SzN3LUh6cUFBQUJmbjhyOTBBNDI0LnBuZyI+77yb57uT5ZCI5YiG5p6Q5b6X5YiwPGltZyB3aWR0aD02MiBoZWlnaHQ9MjEgc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC9GQy9CNS9yQkFDRkZNSnhLM3phclA0QUFBQm4zaHgydTg0MjEucG5nIj7vvIzmsYLlh7rljbPlj68=
- 答案：Qw==
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
本课配套习题挑战模式3/5
单选题
难度系数：
3.不等式组
无解，则a的取值范围是（）
无解，则a的取值范围是（） A:  |
B: |
C: |
D: |
一次做对，真牛！
+5奖励规则>
- 提示1：IOWFiOaxguS4jeetieW8j+e7hOeahOino+mbhg==
- 提示2：IOWGjemAhuWQkeaAnee7tO+8jOimgeS4jeetieW8j+e7hOaXoOino++8jOivtOaYjuWImuWImuino+WHuueahOS4pOe7hOino+WcqOaVsOi9tOS4iuayoeacieWFrOWFseeahOmDqOWIhu+8jOS7juiAjOaxguWHumHnmoTlj5blgLzojIPlm7Qu
- 答案：Qg==
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
本课配套习题挑战模式4/5
单选题
难度系数：
4.
若不等式组
有实数解，则实数m的取值范围是（）
| A:
|
| B:
|
| C:
|
| D:
|
一次做对，真牛！
+5奖励规则>
- 提示1：PHA+5YWI5rGC5LiN562J5byP57uE55qE6Kej6ZuGPC9wPg==
- 提示2：PHA+5YaN6YCG5ZCR5oCd57u077yM6KaB5LiN562J5byP57uE5pyJ5a6e5pWw6Kej77yM6K+05piO5Yia5Yia6Kej5Ye655qE5Lik57uE6Kej5Zyo5pWw6L205LiK5LiA5a6a5pyJ5YWs5YWx55qE6YOo5YiG77yM5LuO6ICM5rGC5Ye6beeahOWPluWAvOiMg+WbtC48L3A+
- 答案：QQ==
<div>解：原不等式组可化为<img src="data:image/png;base64,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" data-cke-saved-src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKEAAACVCAYAAAAwupoNAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAXEgAAFxIBZ5/SUgAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAgmSURBVHja7Z09jttGFMd5gDRBmjXC7VylWq/qwM1GBgK3bry9C8FQERcuDEHwUVzmDPYJcoMt9gZb5QIJSK0kDucNyaGGM2/IX/EvbOiD++Y372s+VHz9+rVAKKUwAgJChDACAkKEMAICQoQwAgJChDACWg6EHz58+OlNWfwoiuK/onzzo/o3A4CiQPh+VXyrwatVPt1t9q8wPIoC4cf19acTfHg+FBvCpvdb3e/eYmgUFcKmBwRAFB3C/ebuVVkUTxWA1+uPnzAwig7hKQyTA6IUEO73717cFMUjYRglg3B3v3p7yAVvHt/t9y8wLooO4ZSh2Gj3DNBSPLHZg21o9f7b4iA0VkMCG6AZ5gdpAfmoE76WcikOg0MY+g+P6QU3m81LzYNlTPahysArBvdWISGM7QVPwCsduLMHtJc/uwDVnp6oroyPUMQyouV1FYX2Y+HXN8nPBWI+KYpaCE+fGdmAYvhPPIhHLzc0yth/g+6NI2ohjO0FB3mURO2n+lk8UgQ7jQFC/887Lv8pCCOaYBxfwOh+XpUQ2i2I9DM5JxgtCJVXyOogbG6CkJV24OXn0xXuzHCsfyOxOgiHNmKBcZjXHtsyM8eh39ZGpPBMo1RB2O8F9a0KuHqZqQqqsatXvY3wjs+SHIfPuKitjgcZRlHOowHGkMuntkOQvXyI9WvVEHqFaiXJdyoY29CEiBAWiC0bdy2pzsYT+npHTQv24nNOMFHkqj0c/K7c8Azo+f/Or/XL17ODsHsW6miZxChafDZ2XDI5TcgPf8NpggXq42YLoWsgUnrDlBVzX1dh7LhIYf4AZrgJnzWEYshLsMqiqZHt9pDjnseycVk+VFCGHOesIZS9T7zB17qKEro4srxs4Nw2ewhtI00f/jTno52pwUh42pMt9BjPAkIpeY4Gn+K9epYHG/msU7R/ZgehaaTwHik3+JzpwlgI2+GdcNxjpIBwiBVnRgepQsFjT8KwE31+EAaYpSJ8mR2jlCrbMWH0EGXKh/V6tZsq5ZlZOL7MOGLYzRA+F4S+Y3Mc1wreKfPCWUAY6pScAWHG8Im58og0oo4Iz++bMi/MHkJpDfMSCOd0m9gl1/Qd3mtGlr49hhWs2+3nq0VBeA43XEPc6QU9vZbreKmZrtg2ryEd4SHVQOi78tHMd+Z+94w5+P0ef2i3QAL11NYRYOrKC8cCqApC55YkwYjnQZn/DWDuWygGbDLtgcK56cEBrvQsq/V6d+nJSDUQ+t6zMoX38733xlsjPcXwczd+fbwxfdAp2ldBBu/Ll9e//VwU/1YP9Mvr3V+XfFbnJs2JG8VaIey1y8jeXduzDSnK2u8J4QzUQYiWJyBEQIgQECIgRAgIERAiBIRoHhDya04ICBEQAiFKD2Gg7fUICEeLH1dEySFc0v4+pBTC0x6zGRwOQhlCONXv2iEgJBSjPCAMffMBAkIvmWdC8IIoMoS5/WIQmhmExmGgjG6oQplDaB/HxPuhiBA2PR8tGASEaLnhOLdfEkczL0yMayAoTFAKCG3PSI8QJYAQEJEKCGsQG/fVUbSgJBCa1TPeECWCEG+IkkMY8ifvERBeHpJp2aBUEHLQCSWHkCOfCAgREHIDAwJCBIRAiIAQASGXZCIgREAIhAgIJ9Bms3kJIECYVKf1cDZlAGFyCDlPA4SqQARGIEwl+beG2TGkCsKlNKuBEQiBEQiB0Pq7G+druJ1i5hAatz4M8DiGp4pQSKSGse2ZpQNn1lUuA+zia/dZQWhfRddSR+/ONFzci5zsO3sOCj0x5XTADb9Y5XfY0fn5E/VMs/CEtqeRvYwEYIqGcywYh3g4J4AO7+b7+kXlhBaILbC6jJfqPHQMGK2o0bBLe9XHfh4TqvapyViXo2ZVmLhylDOg5/87vzZ91SqmF4G8c3tyHu1/DKnNCWg9R8NrnkJw67li5IVZQWjmKodZeTKs0pWMqYsW0yYHSI7f2Y4Alic8esjjM7YA7IJ2sRC2B7Qy8mEQ9PXoYlXM7fsit5+3VzU4gqdtFxzVWJ1AE17flwItEkJ7ZpYPlZE09SZjNrLbnq2alHVe5/BYUmjten07z57KzllBKFbASrZapVhFMT1V5WXv/7wtfv1H8rZSaN1u734vi/LB5Z0X3Sf0GezUXlCuyuOkB+Z33zze3hbfXZ0AO5W531dQOl/vyB+B0JEXqoEvYnEkpSbX13/87fp+83nLp/V6tet63piTPT8II85QjfB19SBdtpdzaXcYtkPxtEuQ2UFoQxAn9ImrMQnbQlYO2vEsYtO8Y/KOWWdeWIumfKhDSaRZKsKnoBhqP1eX3e2iqdtmQzZELBLC43dUBomRF4phV0kl3rf8dmlHIWYozgrC2jDPYSFGXmhAqOzEnU8T2Xf9N3YozgbCAxCm8fp6WJXhttvPV5d8p9aL4H2ayBawPVCl6D6oh1BaiJdaDu3ZXUM6wzPDtmfrDsW+qx4uu9bjMPe1Y2MGPsPj2tnRN2PnCqBvi8oXWNfrq++8LW6/z37FxLkh1TH7xD7Zer2rwZzx2WCfJrJv7izlg31Le/OHsAemKdsn3TuMA2jkc/qs5/quesg7f6bvw+oJx8KOEN/3hMxHNULYtYv6UmDF90RKabJp0aD5CggRECIEhGh+EPJzsygJhPzcLEoOoVHac4kkSgXhua/GFWkoEYTNbjvFCUoCoZEXEpJRCggrNdcqqZJREgiNAoWwjFJBCIhIBYRmtUyOiBJBaBUrtG9QCgipnpEqCBECQgSECAEhAkKEgBABIUJAiIAQIZf+B0gtQxc4j8hpAAAAAElFTkSuQmCC" alt="" height="49" width="53">，</div><div>解得：<img src="data:image/png;base64,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" data-cke-saved-src="data:image/png;base64,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" alt="" height="70" width="50"><br>故结合数轴要使不等式组有实数解，则<img src="https://p2.qingguo.com/G1/M00/1F/9F/rBACE1MJxLXydwGzAAABxRaIGRc661.png" data-cke-saved-src="https://p2.qingguo.com/G1/M00/1F/9F/rBACE1MJxLXydwGzAAABxRaIGRc661.png" height="42" width="48"><br>故选A.</div>
本课配套习题挑战模式5/5
单选题
难度系数：
5.若不等式组
的解集为
，则m的取值范围为（ ）
的解集为，则m的取值范围为（ ） A:  |
B:  |
C:  |
D:  |
一次做对，真牛！
+5奖励规则>
- 提示1：IOagueaNruS4jeetieW8j+eahOaAp+i0qOaxguWHuuS4jeetieW8j+eahOino+mbhu+8jA==
- 提示2：IOagueaNruW3suefpeeahOatpOS4jeetieW8j+e7hOeahOino+mbhuaYrzxpbWcgd2lkdGg9NjkgaGVpZ2h0PTIxIHNyYz0iaHR0cHM6Ly9wMi5xaW5nZ3VvLmNvbS9HMS9NMDAvMUYvOUYvckJBQ0UxTUp4TG53MVpoRUFBQUJ2eVZQZG1NMzQ0LnBuZyI+77yb57uT5ZCI5YiG5p6Q5b6X5YiwPGltZyB3aWR0aD03MCBoZWlnaHQ9MjEgc3JjPSJodHRwczovL3AyLnFpbmdndW8uY29tL0cxL00wMC9GQy9CNi9yQkFDRkZNSnhMbkN4eUNVQUFBQmx5X1F5ZDgxMTEucG5nIj7vvIzmsYLlh7rljbPlj68u
- 答案：QQ==
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
