Biểu đồ cột kép - Bài tập dễ

Home Lớp 6 Toán lớp 6 - Sách kết nối tri thức Bài 41: Biểu đồ cột képBài tập cơ bản

{"common":{"save":0,"post_id":"4696","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"7506","post_id":"4696","mon_id":"1158113","chapter_id":"1158165","question":"Bi\u1ec3u \u0111\u1ed3 bi\u1ec3u di\u1ec5n k\u1ebft qu\u1ea3 h\u1ecdc t\u1eadp c\u1ee7a h\u1ecdc sinh hai l\u1edbp 6A và 6B h\u1ecdc kì 1 v\u1eeba qua nh\u01b0 sau:<\/p><svg height=\"300\" width=\"350\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"352\" 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=\"293.00003\" id=\"svg_1\" stroke=\"null\" width=\"336.00001\" x=\"6\" 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y=\"4.99999\"><\/image> <\/g> <\/svg><\/span><\/p>S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A là  <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> em.<\/strong><\/p>S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6B là  <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> em.<\/strong><\/p>","options":"","correct":["[\"35\",\"33\"]"],"level":"1","hint":"S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A = các s\u1ed1 trên \u0111\u1ea7u m\u1ed7i c\u1ed9t màu xanh c\u1ed9ng l\u1ea1i.<\/p>S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6B = các s\u1ed1 trên \u0111\u1ea7u m\u1ed7i c\u1ed9t màu \u0111\u1ecf c\u1ed9ng l\u1ea1i.<\/p>","answer":"S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A là:   10 + 17 + 5 + 3 = 35<\/span> (em).<\/p>S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6B là:   8 + 18 + 5 + 2 = 33 <\/span>(em).<\/p>Các s\u1ed1 c\u1ea7n \u0111i\u1ec1n l\u1ea7n l\u01b0\u1ee3t là   35  và   33<\/strong><\/span> .<\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2021-09-11 11:28:08"},{"id":"7507","post_id":"4696","mon_id":"1158113","chapter_id":"1158165","question":"Bi\u1ec3u \u0111\u1ed3 bi\u1ec3u di\u1ec5n k\u1ebft qu\u1ea3 h\u1ecdc t\u1eadp c\u1ee7a h\u1ecdc sinh hai l\u1edbp 6A và 6B h\u1ecdc kì 1 v\u1eeba qua nh\u01b0 sau:<\/p><svg height=\"300\" width=\"340\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"342\" 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=\"295.99999\" id=\"svg_1\" stroke=\"null\" width=\"330\" x=\"7\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVIAAAE2CAYAAAAzsBqjAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABcvSURBVHhe7Z39q+TWecfnbxy4\/0WgPxQCLa0pwzT+pSlJqSGFhgaaudRNQ91tgkkaGkpgLq3ThuC+uEncDb57d9Z3ffeud23vendtVUcvM0fSo3l99Ojo6POB77Ij6Y4evX3mHEmjmSQAAHASiBQA4EQQKQDAiSBSAIATQaQAACeCSAEATuQEkS6T+WSaLC6LlwAAI+VAkTp5TpLJ2SJZnk+T6fmqGF5llY6bzJbFK2vyGucXxcsd9FsrAMRAVaQX82TiROllI6RVsjgrWqBuui3yQaQAMCY2Ir1cJFOlrvqQ5IRIAeBUaiKdp+25NopufZm0ey937HM5Tc+XaQt2M339NMBy5r1XQ+D7zMu1kL1p0uSt0Hx42SKVavHFuU+tAADb8Lr2hZi2SMsXTCbClpZc1srz5Vhr7Wbj\/flkpxRKiTfnJZG9hzj\/pkh31rJlPADALhoXmzYtxbpcaq3VLS3YpuR8uVVFl+MN2\/K+FTL5SsITRNpay+7xALFx\/fJVcu\/Fy6MDTRoiXVNceMqE4v7faKm67rfcctsuJ\/nvnMCzVqg4rxYy6da744gUYBtOpF+5enBUfuf+g+JdwKddpClruYXYIq2Q\/30u0+r7I1KAKohUH+9i0ypViI9\/G5Evqpyd50h3yevUc6RpvT5r6UvzQqQAaxCpPhuRFl15P1WZ5IJZj9\/S\/d5HTtk063nVu\/q1q\/aCsKt\/70+DSAG2gUj12dq1B4D46E+k7ddV1mSn9nZMswvv2smmp7shazztex1mTxApwMgIV6R7iHYXO0XsepzzZD47cT41+hXpIVfoAUCFoFukHs3Tbrtx10q2npZzonXOce458L23QYsUYGQEKdJKd9zJ0LtWUchv4S5wF+Pli9Hub9L3P\/eu99RkuRGtq+XQu4PaQaQAIyM8kdaHu9dey7KQ7KalWRu\/Jh++kWcu44103fiNPHe2Xg8AkQKMjOBEKpzic936tQAzkVZbj5Xxa6qidFRODwh3Jml17xEpwMiIV6RF1957f1+kzRZoU7zHgkgBRka8XftaC7To2mfTCTJ2bL7IcxqIFGBk9CvSWte6bIkWsiyHV+Tmxu11sSnHybE+XVWwHkp3DoUpUv9chr+Q\/spWWHiAMdKfSI+kEGnIx3uAIk2b47PNSvPPa\/j\/l8+RAMAunEi\/uro+OuYg0tNxwszl6boF3jkOt3KVrrgBQMAg0hOpyDIVqb8y91y5q9WKEDLw3NzcFEd0mIQr0sZJ4ONapC9fviSERJCQCfdikyBJzpECQIgEKFLhFgm\/e18OC\/ycCQCMh+AvNgEAhA4iBQA4EUQKAHAiiBQA4EQQKQDAiSBSMCS\/66J521r+lJ7NnRo6jzYDsAKRgg3uCxSTaTKtPLE8J3taj3ffcOuTegACBZGCAZsH7jppSiKtDFN6tBnIfHHzUfLy1+8dHWiCSMEUSaR5a9V\/AK\/08F\/Qwon0yR999bjMfq94F\/BBpGCKKNKUrDtfnCOVxoMeiFQfRAqmtHXt\/XOi2Wu69p2BSPVBpGBKU6TuSn69Ky8NAy36E+ke21Xj1E5xqqh+B4jf6ylTPgTpVBApmNIUaX7rU2VY9lMz3ALVFeGKVOEDdIuIG3eDKJ6PR6RgitS1zw8gv6WARLsk6BapxzG3wbn9q62V2Xy\/zd0kp4JIAUZGkCKtdMedDPOeyvpOjrN9fkW0EOO59+OZnjgbIlXs+SBSgJERnkjrw\/MeyrplWUh209KsjV+TD9\/IsnraqHGOVPGCJiIFGBnBiVT4AoaT3rrVmYm02nKsjF\/j3r85XSnWRou0IejjQaQAIyNekTbPeW4VaYp8zv5wECnAyIi3a1+XpXee1b1qiLT9fQ4FkY6Z7GS78Ame7lyNcIN8NPQr0pb9qpBlObzSSnTj0ul2X2zKca1MaTpp39ZojToQ6UjJdqq0G7TPfXRa3R8Ig\/5EeiSFSEPeAxHpGFnvmPUulUDWUuC+zphApPog0lGzW6SHtEZf3X0\/+fQ73+osz956M\/ni9lExNzgWJ9JP3viTo2MOIoWw2SHSrDW6u+vveHXvA7kFo5xPvvF6MUeAcECko2a7SJtXOdt5\/tN\/EsXXRVzLFyAkEOmo2SbSPc6feiBSGDOIdNS0y\/KQ1qgDkcKYQaSjpk2kbvhhNyojUhgziBRUQKQwZhApqIBIYcwgUlABkcKYQaSgAiKFMYNIQQVECmMGkYIKiBTGDCIFFRApjBlEGjE3r14lf337cfLNh486y6+ef57NC5HCmEGkEfPag4fJV64edJ67n79ApDBqEGmkuJaiJL0u8sMnTxEpjBpEGimIFMAORBopiBTADkQaKYgUwA5EGimIFMAORBopiBTADkQaKYgUwA5EGimIFMAORBopiBTADkQaKYgUwA5EGimIFMAORBopiBTADkQaKYgUwA5EGimIFMAORBopiBTADkQaKYgUwA5EGimIFMAORBopiBTADkQaKYgUwA5EGimIFMAORBopiBTAjnBFejFPJpN5sixeOlbn03TYpMg0WVwWI6ABIgWwI0iRZsKcLZLFWVOk84viBWwFkQLYEXDXftUQ6XJ2eCv0yy+\/HGVMRfqxE+mPRel1kZd3fyMuM4k7ITMwkZbdepfquDaurq6Se\/fujS7Le1ei9LrI31zdTx7e+b4ovS7y4J1\/FZeZxJubm5viiA6TQYm0gjuHOttHpeOErj2AHYg0UhApgB0DEql77XXtzxbpEGgDkQLYEbBI4RQQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYh0zTKZTybJ9HxVvN6wnE2SSTouy2xZDA0bRApgByJ1XC6S6WSaTM+aIl2dT5PJ2SIphzqpSrINDUQKYAciTRW5OJsmi0tJkm7cJJlfFC8dmXTnafs1bBApgB2I1KMpUtfdzyW7QRoWHogUwA5E6oFIjwsihbGDSD0Q6XFBpDB2EKkH50iPCyKFsYNIPZoila\/aD+EWKEQKYAci9ZBE6sjkWd5H6kk1ZBApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHYg0UhApgB2INFIQKYAdiDRSECmAHeGK9GKeTOpfxcy+njmsG+P7ApEC2BGkSLOvZc4WyeKsKlL3DaPye+9uGulbSJCDSAHsCLhr7x4Y4ovUPXXJe+1ap3t85\/358+ejzH89\/USUXhe5c\/s4+fQnb4vS6yLPfvWeuMwk7oTMsETqd+edSPfo3l9fXyd\/tvpQFIBW3Pu7+YSUdz68FmvtIt9Ll\/\/RD98SpddFPvrFv4vLTOLNzc1NcUSHSfQt0u89fiIe\/Npx8wkJuvYAdgxIpMedI5UO\/K4SEogUwI5BiTRvlR521V468LtKSCBSADsCFqkO0oHfVUICkQLYgUgVExKIFMAORKqYkECkAHYgUsWEBCIFsAORKiYkECmAHYhUMSGBSAHsQKSKORx3i1dxO1eW+u1ex4NIAexApIo5lPpv5OcPa9FRKSIFsAORKuZQGr+j7x4dqPR4QEQKYAciVczBFM9Xzb72mv1\/miwu81GngkgB7ECkijmGrDtfnCPVfL4qIgWwA5Eq5lDq50iz13TtdwaRQmggUsUchnsAS70rLw07DkQKYAciVcxh5Lc+NS42Kd0ChUgB7ECkijkc77GAWbiPdJ8gUggNRKqYkECkAHYgUsWEBCIFsAORKiYkECmAHYhUMSGBSAHsQKSKCQlECmAHIlVMSCBSADsQqWJCApEC2IFIFeNwQvn0L74pCkArz956M5vXNhApgB2IVDGOp6+\/Jh782nnxb9tv3UekAHYgUsW4A1w68LvIp9\/5VrGEMogUwA5EqhhEKteqHUQKoYFIFYNI5Vq1g0ghNBCpYhCpXKt2ECmEBiJVDCKVa9UOIoXQQKSKQaRyrdpBpBAaiFQxiFSuVTuIFEIDkSoGkcq1ageRQmggUsUgUrlW7SBSCA1EqhhEKteqHUQKoYFIFYNI5Vq1g0ghNBCpYhCpXKt2ECmEBiJVDCKVa9UOIoXQQKSKQaRyrdpBpBAaiFQxiFSuVTuIFEIDkSoGkcq1ageRQmggUsUgUrlW7SBSCA1EqhhEKteqHUQKoYFIFYNI5Vq1g0ghNBCpYhCpXKt2ECmEBiJVDCKVa9UOIoXQQKSKQaRyrdpBpBAaiFQxiFSuVTuIFEIDkSoGkcq1akdXpKtkcTZJJhMvZ4t0aAdcLpKpP5800\/NO5gTGIFLFIFK5Vu3oi3SaLC6Ll13iRNqVpKFXEKliEKlcq3Z0RbpM5pN5+q8BF\/NkMjOZExiDSBWDSOVataMqUqG7Pb8oximzOp9W5jOxEjh0DiJVDCKVa9WObou0RiHWrmTqk4sVmcYAIlUMIpVr1U6nIk1ZzqwuArnTCkbnZ6FTEKliEKlcq3YQKYQGIlUMIpVr1Y6qSC9X1avo7oJQR3JbpfPyccLu7FYrMAWRKgaRyrVqR1WkmTj9C0DdtRAzcfrzQqLRgEgVg0jlWrWjKlIABRCpYhCpXKt2ECmExqBEWr0Pb78umHTgdxVEKteqHUQKoTE4kR56f5904HcVRCrXqh1ECqExKJEuZ4dfCJAO\/K7y9L\/\/UzzwO8m330iePn3aml\/ePhZr7CJ\/\/9FN8vRHP5Dr7CBuPUvLXI9bB11Fml9WV1eR5jeyhMzAROpd8dzzGyHSgd9VHr\/7S\/HA7yIf\/+WfJ7e3t635j1RuUo1d5PvXD5PHb\/+jWGcXcetZWuYy9x89Sr6+uhZr1Yxbbje\/x7\/4efLkT\/9YrFUtX\/uD5Pbu\/zWWdUwJmeFebNrzARDSAdBV6NrLtWpnV9f+nc+eiXV2EcezO38n1qmdz7777Wx+EB6IVDGIVK5VO7tE6uqR6uwibj27bSHV2UUgTAYk0toDePe8mVna+bsKIpVr1Q4ihdAYbot0T6Sdv6sgUrlW7SBSCA1EqhhEKteqHUQKoYFIFYNI5Vq1g0ghNBCpYhCpXKt2ECmEBiJVDCKVa9UOIoXQQKSKQaRyrdpBpBAaiFQxiFSuVTuIFEIDkSoGkcq1ageRalC7LzuNxQ\/+xQoiVQwilWvVDiJV4GJe\/V2q7NdT+f2oY0GkikGkcq3aQaRdwA\/xnQIiVQwilWvVDiLVJ3toOr8hdTSIVDGIVK5VO4hUiaw7f9izK0AGkSoGkcq1ageRdkAhVS44HQciVQwilWvVDiLtBvfg9MoFKNgbRKoYRCrXqh1EejrLi9qzfGmRngQiVQwilWvVDiI9neov8nIf6akgUsUgUrlW7SBSCA1EqhhEKteqHUQKoYFIFYNI5Vq1g0ghNBCpYhCpXKt2ECmEBiJVDCKVa9UOIoXQQKSKQaRyrdpBpNv54MWLrK6ucu\/Fy2JOUIJIFYNI5Vq1g0jb+dvHT8Q6tXPn46fFHA+jfttVLLdcIVLFIFK5Vu0g0nZ+9\/6HYp3aee3Bw2KOB3AxTyYz74sA7vVkntS+GjBIEKliEKlcq3YQaTtWIv3DY0TaIJ5H9yFSxSBSuVbtINJ2BiXS7GuptEgHgbQTdBVEKteqHUTaznBEmv\/UCedIB4K0E3QVRCrXqh1E2s4wRJpLNKYnTSFSxSBSuVbtINJ2whdpfBJ1IFLFIFK5Vu0g0nbCFqm7uBTnU6YQqWIQqVyrdhBpOyGLVHp0Xxb\/lqiBgkgVg0jlWrWDSNsZzsWmuECkikGkcq3aQaTtINJ+QKSKQaRyrdpBpO0g0n5ApIpBpHKt2kGk7fQh0i+ffZa8+u37neSL1VUxl7BBpIpBpHKt2kGk7ViL9Pnbd8Q6NfPJN15Pvrh9lM0vVBCpYhCpXKt2EGk7liJ1LVGpxi7y+cXPiiUME0SqGEQq16odRNqOpUgt9\/fnP\/1xsYRhgkgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/YBIFYNI5Vq1g0jbQaT9gEgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/YBIFYNI5Vq1g0jbQaT9gEgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/YBIFYNI5Vq1g0jbQaT9gEgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/YBIFYNI5Vq1g0jbQaT9gEgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/YBIFYNI5Vq1g0jbQaT9gEgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/YBIFYNI5Vq1g0jbQaT9gEgVg0jlWrWDSNtBpP2ASBWDSOVatYNI20Gk\/TAskV4ukulkkkxczhbJqhi8DWkn6CqIVK5VO4i0HUTaD4MS6XI2SeYX+f9X59Nker5bpdJO0FUQqVyrdhBpO4i0HwYk0mUyn8zTfwtc63S2ftXK1357aZZf\/\/NPkus3vm6Wd999tzU\/+p\/3xBq7yF\/95v3k8s3vijV2EbeepWUu4+qR6uwibj1LNXYVaXn9\/P4HV2b535\/9i1hjF7n7g38ojugwGZZI\/e68E+ke3fv79+8TQiJIyETfIgUA6Jroz5ECAHTNoESat0oPu2oPANA1AxMpAECHXMzThto0WVwWr\/cEkQJAZKySxZnruXrXVDzcaUHXqy1PE25wPd7DJepApAAQGU6k02SayrRNlvK4Ju66zGSPi9qIVJN1t6B2q9aIcTsiFwXBllyki\/P0eKwfh+4YnS2yFqt\/4bouy3y\/XVamy6RaXqOptVwR6SFkovRXpkvZfSjlmV8Q2+fTbjDUbjXbfEq7HVbuPmVEcota9QAa7gdD2aWtLIfJNrJuWBQidQ2amvDctpxf5F3\/XSJ166gyzZZlQKTHcMDO5zbA4KXqLa9bno1Idog0EvKDr3iR4l7vkmlw2901AiQRHCjS+rrYinvvurhb0F1fpUhr+2tWj9tf9xNpdT\/fvtyI9Bikna\/SWi3k4g8z\/URWpljeqkQduUjnxae3y3pnk9bHQGnKw7V0ymXKeyCV5Q9uu2\/E0iDbtuk2XC9DuVz5tl1vt2w61yV2w3KxlMu460MlW0fr9WCxvrzlXcszHbref\/P6y226W6TNlm0dRHoMDZH6B1aK2zGK8W4jVQ\/CAZLtjNJBU90h\/eX2OagVExriB0Jte5cEu91rUvTxROPYbKva32TTCTJxwyX5VeToLu60TNPJ+vJEmv3fLZM0zP0\/n3d1v83Hb\/b16vQSiPQY6iJt7EybT+BoRJotb\/2T2e1gtYPNOzA2AhqwSFPEFmm5vd0ye8sZrkhbWlS1fXlTd\/u2zfcDb5kbkqzNz\/2t6fqqzb+U+rpON97bptl4b1mL6f1GQ7Y\/N5ZzAyI9htrO1xBMZ5+0PeEvr39QZDukdLB5onGvhtwiTanWnx+E5UG2nA1ju7eKoLYvb+quyij7e2nZKvtDSU1k3jQ266s2\/0L89W3oz89t47Xc01oX6etq76s2Ta1HgkiPobbzZbhh0kouPt22fZoFj3Cw5cvjdki51eLvdNN0p9Y7SOypHkC1A6zcvi7pcq7XU4DbPdtuZa3lB7+wbctt5U\/vzqOup\/P3dbfM0jLW10s5zYDW1yEgUgCAE0GkAKfiWmgDbUn1QoTrC5ECAJwIIgUAOBFECgBwIogUAOAkkuT\/AUTcUp\/u1tW6AAAAAElFTkSuQmCC\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p>S\u1ed1 h\u1ecdc sinh x\u1ebfp lo\u1ea1i Ch\u01b0a \u0111\u1ea1t<\/strong> \u1edf c\u1ea3 hai l\u1edbp là bao nhiêu?<\/p>","options":["2","3","5","1"],"correct":"3","level":"1","hint":"C\u1ed9ng các s\u1ed1 trên \u0111\u1ea7u hai c\u1ed9t \u1edf m\u1ee9c Ch\u01b0a \u0111\u1ea1t.<\/p>","answer":"S\u1ed1 h\u1ecdc sinh x\u1ebfp lo\u1ea1i ch\u01b0a \u0111\u1ea1t c\u1ee7a l\u1edbp 6A là 3 em<\/strong>.<\/p>S\u1ed1 h\u1ecdc sinh x\u1ebfp lo\u1ea1i ch\u01b0a \u0111\u1ea1t c\u1ee7a l\u1edbp 6B là 2 em<\/strong>.<\/p>Do \u0111ó s\u1ed1 h\u1ecdc sinh x\u1ebfp lo\u1ea1i Ch\u01b0a \u0111\u1ea1t \u1edf c\u1ea3 hai l\u1edbp là:  3 + 2<\/strong> = 5 (em)<\/span><\/p>\u0110áp án \u0111úng là   5<\/strong><\/span>.<\/p>","type":"choose","extra_type":"flower","time":"0","user_id":"131","test":"1","date":"2021-09-11 11:34:14","option_type":"txt","len":0},{"id":"7509","post_id":"4696","mon_id":"1158113","chapter_id":"1158165","question":"Bi\u1ec3u \u0111\u1ed3 sau bi\u1ec3u di\u1ec5n s\u1ed1 bàn th\u1eafng mà hai c\u1ea7u th\u1ee7 A và B \u0111ã ghi \u0111\u01b0\u1ee3c trong các n\u0103m t\u1eeb 2018 \u0111\u1ebfn 2020.<\/p><svg height=\"295\" width=\"380\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"297\" id=\"canvas_background\" width=\"382\" 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=\"284\" id=\"svg_1\" width=\"364\" x=\"5\" 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\" y=\"6\"><\/image> <\/g> <\/svg><\/span><\/p>Ch\u1ecdn t\u1eeb \u0111úng<\/strong> \u0111\u1ec3 \u0111i\u1ec1n vào ch\u1ed7 ch\u1ea5m <\/strong>khi so sánh s\u1ed1 bàn th\u1eafng mà hai c\u1ea7u th\u1ee7 ghi \u0111\u01b0\u1ee3c trong m\u1ed7i n\u0103m t\u1eeb n\u0103m 2018 \u0111\u1ebfn n\u0103m 2020.<\/p>S\u1ed1 bàn th\u1eafng mà c\u1ea7u th\u1ee7 B ghi \u0111\u01b0\u1ee3c trong m\u1ed7i n\u0103m \u0111\u1ec1u ... c\u1ea7u th\u1ee7 A.<\/strong><\/p>","options":["Nhi\u1ec1u h\u01a1n","Ít h\u01a1n","B\u1eb1ng"],"correct":"2","level":"1","hint":"","answer":"Quan sát bi\u1ec3u \u0111\u1ed3 ta th\u1ea5y trong c\u1ea3 ba n\u0103m, c\u1ed9t màu h\u1ed3ng \u0111\u1ec1u th\u1ea5p h\u01a1n c\u1ed9t màu xanh. Do \u0111ó s\u1ed1 bàn th\u1eafng mà c\u1ea7u th\u1ee7 B ghi \u0111\u01b0\u1ee3c trong m\u1ed7i n\u0103m \u0111\u1ec1u ít h\u01a1n<\/span> <\/strong>c\u1ea7u th\u1ee7 A.<\/p>\u0110áp án \u0111úng là   Ít h\u01a1n<\/strong><\/span> .<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"1","date":"2021-09-11 12:26:20","option_type":"txt","len":0}]}