Hình có tâm đối xứng - Bài tập trung bình

Home Lớp 6 Toán lớp 6 - Sách kết nối tri thức Bài 22: Hình có tâm đối xứngBài tập trung bình

{"common":{"save":0,"post_id":"4640","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"7095","post_id":"4640","mon_id":"1158113","chapter_id":"1158130","question":"Tâm \u0111\u1ed1i x\u1ee9ng c\u1ee7a hình l\u1ee5c giác \u0111\u1ec1u là \u0111i\u1ec3m nào d\u01b0\u1edbi \u0111ây?<\/p><svg height=\"170\" width=\"200\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"172\" id=\"canvas_background\" width=\"202\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"177\" id=\"svg_1\" width=\"184\" x=\"7\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAACxCAYAAAB3PHcPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAABBOSURBVHhe7Z15tF7TGcZLFaGGNlWq1So1tapUq0UpVdRU8xBRYw01tGooVRpjaU01FUnkSiIREoLMcxCJyJxcRBKJhMyRQWTG7n58+6yzz\/Hm3m84w97nPs9av7WSf+639\/s+6wz77P2+X1IUVWDR4FShRYNThRYNThVaNDhVaNHgVKFFg1OFFg1OFVo0OFVo0eBUoUWDU4UWDU4VWjQ4VWh5b\/CpS5U6qb9SZw9W6ubRpFZaDFTqLB3LZWtMgD2X1wZf9YlSzdvrSTxOkmavribInstrg98x9ouJIcnRZ5YJtMfy1uCT9aNJ8yfDZGzRTqldu5Ba+M5TYTzBEb1MsD2Wtwa\/6JUwERtorhup1ONvkVo56MUwrqD12ybgnspLg\/d\/P5qEw3vKySKVc8sYpTZ\/Iozt7s8otXi1CbyH8tLgR\/YOE\/B1\/Zjy7\/Fyskh1HN8vjC+4cZQJvIfyzuBt9C3TDv7pA+Ukkep5uF6pHTqFMcYVfcIikwDP5JXBcavcQ98yg8D\/4Gk5QaR2zh8axhmcM8QkwTN5ZXDcKu2gX\/KqnBySDHt3i8a7x0yTCI\/kjcHH61vkZtbLz37Py0khyXHNiDDe4NAeJhkeyRuD\/2FwGOgvt1bqhjfkpJBk+Y02tW3y\/71pEuKJvDD4i+9Fg3xkLzkZJHnuHKfU1nVh7PHes2CVSYwH8sLgB78UBnib9krdM0FOBkmHUweE8QfXjzSJ8UDOG\/zBSdHgthgkJ4Gky076yh3kYJO2So1ZaBLkuJw2+OwVSu3YOQws9ktIwSfpc7G1NQK01BcaH+S0wa+OvcVfNkwOPsmGnz8fzUf3GSZRDstZg4+YV9pEFQTzl93loJPs+Lt+9sYKVpCTg\/S7kety1uCnWC82G7cpfeSRgk6yBStYQV4A3pFclpMG7zItGsSje8vBJtmDFSysZAW5wTvSHP2u5KqcM\/i6z0pfKYMAbttBqfsmysEm+XCmfsEM8gPwxdNVOWdwbH21g3cWlwWdBPvEgxxtqJ\/LR843CXRMThn83WWlK3YQOOwclIJL8ufyYWGeALYtuyinDH5pLGhXvCYHl7jBAS9E89X1XZNIh+SMwQfPjgbrQB08KajEHVqNVmrTtmHO9tc5c03OGPyYPmGgEDQETwoqcYvj+oZ5A1gQcElOGLzunWiQjtVml4JJ3OOBSUp92yo3gdITs5abxDqg3A2+fK1SP+4aBmj7jqWgScEkboLjbEH+wJXDTXIdUO4GRz08OzioMSgFkbiNfZECw+aZBOesXA1ev1ipLa3N9D96Vg4ecZ+r9FXbNvjJ\/U2Sc1auBj8vdnIbtzYpeMQPDrEOpoCnp5lE56jcDN5rZjQYKBkmBY34w+1jSzUig5xie+26T03Cc1JuBj+sZxgInJZHyTApaMQvUKs9yCvA1os8lYvBcTLbDsLxfeVgEf94VOfWPoW1XQelpn9kEp+DMjf4gpWlk9lBALBu+lC9HCziJxe+HOYXYN9KXsrc4ChzbE\/+3CFykIjf\/PS5aJ6HzjEGyFiZGnzUAqW+0iacNNpkSMEh\/nPd62Gewe\/1Y2geytTgZwyMTvqqEXJwSDFA3XY73x2nGCNkqMwM3m16dLJYM5WCQooDVlDsNjP76McWNA7LUpkZ3N47jLVSrJlKQSHFAgchgrwDNA7LUpkY\/N4J0Ume2E8OBikmu3QJc\/+N9kpNWWqMkYFSN\/jM5dHtlN\/rVFoHlwJBismlr4b5B6jrnpVSN\/ifX4tO7oKhchBIsUHhJtsHAz8wBklZqRr8lbnRSaFjgDR5UnxQuAkFnAIvHN3HmCRlpWrwE2Lduq7lsmCTBqa2\/VA32RglRaVmcKx52pNBpwBp0qTpcP9EpbbrGHoChyRwoitNpWJwrHVizTOYyFZ1Sv1rnDxp0rSwW9EA7CJNU6kYHGvc9iRO6S9PljRNcHIr8AYufm8tNsZJQYkbfPKSUvfhYALf76zUY8IkSdPlL7GVtT++bMyTghI3+IWxTgDYOilNkjRtcILL9knf942BElaiBu+nB2kPel\/9HC5NjpBb9bM3WoQHXjmilzFRwkrU4PHi6NgyKU2OEBBfRm7ztjFSgkrM4K314OzB\/ranPClCAh6uV2qHTqFnUE14yRpjqISUiMEXr47Wi8ZLJrZKSpMixOb8WOmQm0YZUyWkRAz+jzeigzxtgDwZQiSwhSPwzubtlJrwoTFWAqrZ4OMWKdXMelnAgWJpEoSsD2zhCPwDcE43KdVs8PiXqUtekSdBSENgK4fto54zjcFqVE0Gf2FGdFCoZCQNnpDGuHOcUltbHwhh+CRUk8EPtmrRoUHoDSPlwRNSDqdavVEBDsbUqqoNjhre9mCwBi4NmpBK2NkqCoWjbgtXGcNVqaoMPntF6ehZMBCcs7t7gjxgQirh4thWD7QPr0VVGRz1TOxBtBgoD5aQasC7XOCtTdoqNWahMV4Vqtjgw+eFPw521bcRaZCEVMsNb5Te6QKPnTXYmK8KVWxw7O22DY4T09IgCamF3\/WO+gwrdtWoIoOjYr\/9ozgpLQ2OkFq5R7\/TfdPqeo0Vu2pUtsFRqd9+NkIRzRv1rUQaHCFJcOag0G\/gwXpjxgpUtsHvGh\/9saP0LUQaFCFJYm\/iw+mwuSuMIctUWQaftix6u9hW\/\/s+LguSDLhiWOg7cO3rxpRlqiyDx0tvtdS3DmkwhKTBgVbhVqyujJxvjFmGGjX4oNnhHwfYlC4NgpC0aDVaqWZtQw+iYm25atTgx8SqEeGWIQ2CkDQ5rm\/Uh6g3X44aNHi7ydE\/ihrf0o8TkjYPTopWKYYXy9F6Df7R2tLjSPAHN9W3iH+Okn+ckCzAQYjAj6CcHpzrNTiKsdh\/7Fj9qCL9KCFZgnqGgSfxLebjdcaw69F6DX6IdcJiA8313OtNHCD+Cb9rI8\/i6zX4fydG\/xCWaqQfJCQr0DAYjYMDT2KbdmNq8CUTXyttk1\/xmvzDhGQBem3afuz6rjFqA2rQ4GgzYf9BroGTvLhltFKbWdUbyl0Lb9Dg0J9iXzGxN1caACFp8iurWOfnXzMXGIM2okYNPlXah6Kfz6VBEJIG8UZmf6tgP0qjBofuGhf9AfRakQZCSBrsYRXM36mzUvNWGmOWobIMHt8Ljm5ZqCEnDYaQJMEjceA7gIKdlagsg0NdeJqHZAy2ZOOROPAcvs1UqrINDsULs1zGjVckReLL1C+9Z4xYgSoy+Ij5Sm1onXbejSfqSUqgYjE+xQdeO7vKgpwVGRy6Rr\/BBj8KWvDwA0mBX1itv7H+PX6RMWCFqtjgOBOHs3HBj2\/TvnQCWhokIdUQ\/\/aCNuDVqmKDQ3iTtQeADTDSQAmpBtSYD7z1eVuT1cZ4Vagqg0OHWrsNP68syxISJAHQHSTwFai1MVXVBu8xMzqQ\/VgbnNQIPijaTYRRsbhWVW1w6NxYA6FLWMaN1AA689l+Qt\/VWlWTwSd9qNQW7cIBsT8PqRbsL7HNjQ7ZSagmg0M3j44ODNsYpQkQ0hD7PBd66Gv6MeXtJcZgNapmgy9fGz0n15w9MkmFXBA7\/3vbWGOuBFSzwaEn34kO8HC2MyFlgj48dreQn3RTakUjB4krUSIGh+zCLDykTMrlxFi\/+g5TjKESUmIGHxIr8bavfqaSJkRIwG1jlPqqtUiBM5dJKzGDQ5fHKoFexKawpAHsNpRg6BxjpASVqMFnfKTUtzqGA8bpC2lihPx1eOgTgItjGkrU4BA2XtkDP2WAPEHStNnTWnnbTl8Up+uLYxpK3OCfafa36jlvXVdq0yxNkjRNsLc78Af4Txk1BqtV4gaHUE7LnsBhPeWJkqYHKqbZj7H7dVfqE1wVU1IqBofOGBhOAqD1hDRh0rRAEVfbFzjrm6ZSM\/ioBdEjR\/gUK02YNB1QfhudiwNP4Ixv2krN4BA+9gSTASjJLE2cNA3sdzN8DBwxzxglRaVq8AWrlNqlSzgpfJLFp1lp8qTYoAJD4ANw9QhjkpSVqsGhR\/Xk7Imd1F8OACk2qMAQeAAXutkV9rusVqkbHLI3sm\/ZTqnbx8pBIMWkRWzB4YFJxhgZKBOD95kVnSAqFEmBIMXj7vGlQvVB7g960ZgiI2VicCje8wfPYFJASLE4olc0791nGENkpMwMjhMaOKkRTHSvbnJASHHAKppdCa3lYGOGDJWZwSGc1AgmC84bKgeGFIOfWRWJ0YZy7EJjhAyVqcFXrlNqb33lDia9w1OlIkJScIjfYKt0kGeAujl5KFODQx2nRCd+fD85QMRfHtPY5f127aLUolXGABkrc4NDJ1jHlDZ\/Qqlbx8iBIn5ycv8wvwCGz0u5GPzVudEA4GSHFCjiH3fo96yt6sLc4htInsrF4NCVsRMd+L8UMOIXds1K0HuWSXhOys3gs5ZHu9bihIcUMOIP+LZhm\/v8oSbZOSo3g0P3x9qFnzNEDhzxA3zbCHK5pX5MqV9sEp2jcjU4ZDf43L5jaZ+CFDziNufFjqGhM7ELyt3g+HRrBwYFhKQAEnd5SF+U7MdNlPJDST8XlLvBIbsXYrO2pYKeUiCJm6BgT5A\/UPeOSawDcsLg+IQLYwcBOlA\/tkiBJO6Bi1GzJ8LcHdPHJNUROWFwCG3jgiAB9CeXAkrcwn6HAoNmm4Q6ImcMvni1Urs\/Ewbqh8\/KASXugIuQbW50R3NNzhgcQsMhO2B4NpcCS9wAHdCCXG3TQampy0wiHZJTBofQkjAIGkp6Ya1cCi7Jl5aDwjwBVC9zUc4ZvP8H0cAdrV9apACT\/Lh3glLb6it2kCPs+17zqUmgY3LO4NDF1l7ijdsoddMoOdAkH46y7rKg81STOAflpMGnLI0eVEXBGCnQJHuw2rWRVbEMZUBclpMGh\/BMFwQRoHCMFHCSLSiWaedl2FyTMEflrMHX6mc6+0zfbvqNXQo4yQ40+rXNjS3OrstZg0Odp0UDeqZ+c5cCT7IBjX6DXGDvCbY8uy6nDQ7Zx5+w1ooOElLwSbqcNiDMA7hvokmQ43Le4MPnRQOLdXIpASQ97tLvQ3ZNmwP0S78vct7gkH1SZKPWpTd5KREkHdChI4g\/eG66SYwH8sLgc1YotaNVhgBv8lIiSPKgM4dtbhTS9EleGBx6qD4aaGzskRJCkmUf6xgaOnagc4dP8sbg0K+txqEorC8lhCTHBUPDeIPrRppEeCSvDP7Se9GAn65vl1JiSO08ou+Y3+0Uxnrnp5Wav9IkwiN5ZXAIJ++DoDdvX+qxKCWI1MaJVvUx8MibJgGeyTuDT\/ww2sAf9aelBJHquW1MNMYo5uOrvDM41Gp0GHx060IdailRpDpQSi+IL+gx0wTeQ3lp8GVrlNrz2TAB2LMiJYpUTryk3rn6kdBneWlwqN3kaCLwKRknvElt7GLtN8FjCh4JfZa3BodQosA2OUkWdCb2XV4bfPDsLyaFJANqCy7Vj4K+y2uDQ\/EN+CQZsupEnLa8Nzj01pJSJVOSDB98bAJbABXC4BS1PtHgVKFFg1OFFg1OFVo0OFVo0eBUoUWDU4UWDU4VWjQ4VWjR4FShRYNThRYNThVaNDhVaNHgVKFFg1MFllL\/ByBPWo1tDkfLAAAAAElFTkSuQmCC\" y=\"-2.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. <\/strong>Giao \u0111i\u1ec3m c\u1ee7a ba \u0111\u01b0\u1eddng chéo chính \n ","B.<\/strong> M\u1ed9t \u0111\u1ec9nh b\u1ea5t kì c\u1ee7a hình l\u1ee5c giác \u0111\u1ec1u \n ","C. <\/strong>Hình l\u1ee5c giác \u0111\u1ec1u không có tâm \u0111\u1ed1i x\u1ee9ng"],"correct":"1","level":"2","hint":"","answer":"Giao \u0111i\u1ec3m c\u1ee7a ba \u0111\u01b0\u1eddng chéo chính là tâm \u0111\u1ed1i x\u1ee9ng c\u1ee7a hình l\u1ee5c giác \u0111\u1ec1u.<\/p><svg height=\"170\" width=\"200\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"172\" id=\"canvas_background\" width=\"202\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> <title><\/title> <image height=\"195\" id=\"svg_1\" stroke=\"null\" width=\"203\" x=\"2.5\" xlink:href=\"data:image\/png;base64,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\" y=\"-0.5\"><\/image> <ellipse cx=\"86.4\" cy=\"88\" fill=\"#ff0000\" id=\"svg_2\" rx=\"4\" ry=\"4\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/svg><\/span> V\u1eady \u0111áp án \u0111úng là A. Giao \u0111i\u1ec3m ba \u0111\u01b0\u1eddng chéo chính<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"3","date":"2021-09-02 14:52:14","option_type":"txt","len":3},{"id":"7099","post_id":"4640","mon_id":"1158113","chapter_id":"1158130","question":"Trong các hình d\u01b0\u1edbi \u0111ây, hình nào v\u1eeba có tâm \u0111\u1ed1i x\u1ee9ng, v\u1eeba có tr\u1ee5c \u0111\u1ed1i x\u1ee9ng?<\/p><svg height=\"150\" width=\"400\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"152\" id=\"canvas_background\" width=\"402\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"119.99999\" id=\"svg_1\" stroke=\"null\" width=\"175\" x=\"8\" xlink:href=\"data:image\/png;base64,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\" y=\"3.5\"><\/image> <image height=\"156.00001\" id=\"svg_2\" stroke=\"null\" transform=\"rotate(90 285.00000000000006,61.999988555908224) \" width=\"119.99999\" x=\"225.00001\" xlink:href=\"data:image\/png;base64,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\" y=\"-16.00003\"><\/image> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"88.9\" xml:space=\"preserve\" y=\"142\">1<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"285.9\" xml:space=\"preserve\" y=\"141\">2<\/text> <\/g> <\/svg><\/span><\/p>","options":["Hình 1","Hình 2","C\u1ea3 hình 1 và hình 2"],"correct":"2","level":"2","hint":"","answer":"Hình 1 có m\u1ed9t tr\u1ee5c \u0111\u1ed1i x\u1ee9ng và không có tâm \u0111\u1ed1i x\u1ee9ng<\/p><svg height=\"200\" width=\"260\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"202\" id=\"canvas_background\" width=\"262\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> <title><\/title> <image height=\"181\" id=\"svg_1\" stroke=\"null\" width=\"249.00001\" x=\"8\" xlink:href=\"data:image\/png;base64,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\" y=\"11.5\"><\/image> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-dasharray=\"5,5\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"132.9\" x2=\"133\" y1=\"4\" y2=\"206\"><\/line> <\/g> <\/svg><\/span><\/p>Hình 2 có tâm \u0111\u1ed1i x\u1ee9ng và có 2 tr\u1ee5c \u0111\u1ed1i x\u1ee9ng.<\/p><svg height=\"270\" width=\"200\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"272\" id=\"canvas_background\" width=\"202\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> <title><\/title> <image height=\"238\" id=\"svg_2\" stroke=\"null\" width=\"184\" x=\"7\" xlink:href=\"data:image\/png;base64,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\" y=\"8\"><\/image> <line fill=\"none\" id=\"svg_3\" stroke=\"#000\" stroke-dasharray=\"5,5\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"101\" x2=\"101\" y1=\"-2\" y2=\"270\"><\/line> <line fill=\"none\" id=\"svg_4\" stroke=\"#000\" stroke-dasharray=\"5,5\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"-13.1\" x2=\"204.9\" y1=\"126\" y2=\"126\"><\/line> <ellipse cx=\"100.9\" cy=\"126\" fill=\"#ff0000\" id=\"svg_5\" rx=\"4\" ry=\"4\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/svg><\/span><\/p>V\u1eady hình v\u1eeba có tâm \u0111\u1ed1i x\u1ee9ng, v\u1eeba có tr\u1ee5c \u0111\u1ed1i x\u1ee9ng là Hình 2.<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"3","date":"2021-09-03 02:13:49","option_type":"txt","len":2},{"id":"7103","post_id":"4640","mon_id":"1158113","chapter_id":"1158130","question":"Trong các h\u1ecda ti\u1ebft sau, h\u1ecda ti\u1ebft nào có tâm \u0111\u1ed1i x\u1ee9ng?<\/p><svg height=\"180\" width=\"400\"> <g><title><\/title><rect fill=\"#fff\" height=\"182\" id=\"canvas_background\" width=\"402\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_8\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><g id=\"svg_7\" stroke=\"null\"> <g id=\"svg_3\" stroke=\"null\"> <ellipse cx=\"50.9\" cy=\"53.63125\" fill=\"none\" id=\"svg_1\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"91.9\" cy=\"53.63125\" fill=\"none\" id=\"svg_2\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_6\" stroke=\"null\"> <ellipse cx=\"50.9\" cy=\"92.06875\" fill=\"none\" id=\"svg_4\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"91.9\" cy=\"92.06875\" fill=\"none\" id=\"svg_5\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/g> <g id=\"svg_13\" stroke=\"null\"> <g id=\"svg_15\" stroke=\"null\"> <ellipse cx=\"311.07021\" cy=\"43.89124\" fill=\"none\" id=\"svg_12\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"311.07021\" cy=\"90.80876\" fill=\"none\" id=\"svg_14\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_18\" stroke=\"null\"> <ellipse cx=\"354.72979\" cy=\"43.89124\" fill=\"none\" id=\"svg_16\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"354.72979\" cy=\"90.80876\" fill=\"none\" id=\"svg_17\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <ellipse cx=\"332.9\" cy=\"66.77784\" fill=\"none\" id=\"svg_19\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_26\"> <g id=\"svg_22\"> <ellipse cx=\"177.9\" cy=\"34.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_20\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"235.9\" cy=\"34.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_21\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_25\" stroke=\"null\" transform=\"rotate(90 207.8999938964844,90.35000610351564) \"> <ellipse cx=\"178.9\" cy=\"90.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_23\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"236.9\" cy=\"90.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_24\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/g> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_27\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"61.9\" xml:space=\"preserve\" y=\"166.85\">1<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_28\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"192.9\" xml:space=\"preserve\" y=\"171.85\">2<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_29\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"333.9\" xml:space=\"preserve\" y=\"162.85\">3<\/text> <\/g> <\/svg><\/span>  <\/p>","options":["Hình 1","Hình 2","Hình 3","Hình 1 và hình 3"],"correct":"4","level":"2","hint":"","answer":"H\u1ecda ti\u1ebft 1 có tâm \u0111\u1ed1i x\u1ee9ng<\/p>H\u1ecda ti\u1ebft 2 không có tâm \u0111\u1ed1i x\u1ee9ng (ch\u1ec9 có m\u1ed9t tr\u1ee5c \u0111\u1ed1i x\u1ee9ng)<\/p>H\u1ecda ti\u1ebft 3 có tâm \u0111\u1ed1i x\u1ee9ng.<\/p><svg height=\"200\" width=\"400\"> <g> <title><\/title> <rect fill=\"#fff\" height=\"202\" id=\"canvas_background\" width=\"402\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_8\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> <title><\/title> <g id=\"svg_7\" stroke=\"null\"> <g id=\"svg_3\" stroke=\"null\"> <ellipse cx=\"50.9\" cy=\"53.63125\" fill=\"none\" id=\"svg_1\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"91.9\" cy=\"53.63125\" fill=\"none\" id=\"svg_2\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_6\" stroke=\"null\"> <ellipse cx=\"50.9\" cy=\"92.06875\" fill=\"none\" id=\"svg_4\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"91.9\" cy=\"92.06875\" fill=\"none\" id=\"svg_5\" rx=\"41\" ry=\"42.28125\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/g> <line fill=\"none\" id=\"svg_9\" stroke=\"#ff0000\" stroke-dasharray=\"5,5\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"73.9\" x2=\"73.9\" y1=\"16.85\" y2=\"127.85\"><\/line> <line fill=\"none\" id=\"svg_10\" stroke=\"#ff0000\" stroke-dasharray=\"5,5\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" transform=\"rotate(90 73.9000015258789,72.34999847412111) \" x1=\"73.9\" x2=\"73.9\" y1=\"16.85\" y2=\"127.85\"><\/line> <ellipse cx=\"74.4\" cy=\"72.35\" fill=\"#ff0000\" id=\"svg_11\" rx=\"3\" ry=\"3\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <g id=\"svg_13\" stroke=\"null\"> <g id=\"svg_15\" stroke=\"null\"> <ellipse cx=\"311.07021\" cy=\"43.89124\" fill=\"none\" id=\"svg_12\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"311.07021\" cy=\"90.80876\" fill=\"none\" id=\"svg_14\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_18\" stroke=\"null\"> <ellipse cx=\"354.72979\" cy=\"43.89124\" fill=\"none\" id=\"svg_16\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"354.72979\" cy=\"90.80876\" fill=\"none\" id=\"svg_17\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <ellipse cx=\"332.9\" cy=\"66.77784\" fill=\"none\" id=\"svg_19\" rx=\"32.17021\" ry=\"32.04124\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_26\"> <g id=\"svg_22\"> <ellipse cx=\"177.9\" cy=\"34.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_20\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"235.9\" cy=\"34.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_21\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <\/g> <g id=\"svg_25\" stroke=\"null\" transform=\"rotate(90 207.8999938964844,90.35000610351564) \"> <ellipse cx=\"178.9\" cy=\"90.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_23\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"236.9\" cy=\"90.35\" fill=\"none\" fill-opacity=\"null\" id=\"svg_24\" rx=\"29\" ry=\"28.5\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/g> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_27\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"62.9\" xml:space=\"preserve\" y=\"180.85\">1<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_28\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"183.9\" xml:space=\"preserve\" y=\"176.85\">2<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_29\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"333.9\" xml:space=\"preserve\" y=\"180.85\">3<\/text> <line fill=\"none\" id=\"svg_30\" stroke=\"#ff0000\" stroke-dasharray=\"5,5\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"1.5\" x1=\"333\" x2=\"333\" y1=\"19.85\" y2=\"117.85\"><\/line> <line fill=\"none\" id=\"svg_31\" stroke=\"#ff0000\" stroke-dasharray=\"5,5\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"1.5\" transform=\"rotate(90 333,66.84999847412114) \" x1=\"333\" x2=\"333\" y1=\"17.85\" y2=\"115.85\"><\/line> <ellipse cx=\"333.4\" cy=\"67.35\" fill=\"#ff0000\" id=\"svg_32\" rx=\"3\" ry=\"3\" stroke=\"#000000\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_33\" stroke=\"#000000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"206.9\" x2=\"207\" y1=\"0.85\" y2=\"162.85\"><\/line> <\/g> <\/svg><\/span><\/p>V\u1eady \u0111áp án \u0111úng là Hình 1 và hình 3<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"132","test":"3","date":"2021-09-03 03:17:29","option_type":"txt","len":2}]}