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\" y=\"2.5\"><\/image> <\/g> <\/svg><\/span><\/p><p><span style=\"color:#2980b9;\"><strong>50 : 5 <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> 2 x 5<\/strong><\/span><\/p>","options":"","correct":["[\"=\"]"],"level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n phép tính<\/p><p>50 : 5 = 10<\/p><p>2 x 5 = 10<\/p><p>So sánh 10 = 10 nên 50 : 5 <strong>= <\/strong>2 x 5<\/p><p>V\u1eady \u0111i\u1ec1n d\u1ea5u <span style=\"color:#27ae60;\"><strong>=<\/strong><\/span> vào ô tr\u1ed1ng.<\/p>","type":"blank","extra_type":"","time":"0","user_id":"126","test":"3","date":"2021-07-29 16:42:19"},{"id":"2213","post_id":"4344","mon_id":"11445","chapter_id":"11557","question":"<p>N\u1ed1i c\u1ed9t trái v\u1edbi c\u1ed9t ph\u1ea3i \u0111\u1ec3 \u0111\u01b0\u1ee3c các phép tính có k\u1ebft qu\u1ea3 b\u1eb1ng nhau?<\/p><p><span class=\"svgedit\"><svg height=\"110\" width=\"264\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"112\" 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hYGV1I6vZ3SgmRaEnaExMVP1F3fnHtFVFcdzX+qR9f+kb01LCbDR14Q+DUhMUCKnBGE1VNBWWR1gDJtrUsoCWyNYmTHA2Ibbd4g8oZMGRyMyS2kXWsA7ZNBgiVNTgXHCTOCXBbW6LxqhZYqJ+z32XPio\/7JzbygfXlra07n04555773mdsK8Fv2acPaPrVyFOxd6ALpeXZ2Z+C5lQTVqD\/pKarTWrsRUKRWmQAmxwY83q4CVKhq1Wtr8oi7WdA5OjG9j2vTFHFm70GAlFDSyurVeF2GYThLdvnUkWFsbnGk2idby8puaB1alhUcgUWjc+sCY1NRsbxKAOBmmuCIsTY0NHDOi3IZHX3aJx575a3SJi7V4hB86p+G8gNF4rnZktJIpnh8ugZeNaPNBIk8U2prB847+AF6twBK0ii0WP1VrQGRyffHF0WlAbdq7rCWoYCTWDctvBvHWo0HgDtWcLbyTjEKiSnP0dAv9VoU6XkLFpbynZmAUPlDf4gxaZujbwkxZrbW3bnuDnk2MHho5gwoFqtY6ajNN79NdKqVGYaNGJiwotnws3rMtEuoEJLFxCcXJf+dpsdNLgdgj5EQrLswGxWtHopwm\/Dt5FllWtaJzaExw4sfVVmMzjQXntkit+U7BFsdhCguvO0wbcu84UFhWhZeQjEpjJ7ER5yVqUO6nx4lCCFFbgqVkB15sb\/VJQtMiyzJfnKCSpA67t0MD4xN7TB9gwiYHSYCzC11Vd06GyGOWolDYoBo8UrSeF\/JUhMI4U+k+STRsr1qIECkVTL1O4ueIyKCnZXNZol9B6w1d3JB4FFisLyrbgwOcTW8c2DR18x1C3k50vsdZ25hVGIVZHtZHQg8U14zpKpGiyR8pCCi2cbaovLVzu8Hz55jWocJDCexM6ULnqsyorKzerj+KGBpxXNjQ6\/GIwiHYc1g0ni2azRxIpJi3WlhZE5eDA+InJvciwt+UZ1IbxOpz4aqwrOnKDUes6u8IT2YUJq6QVM50HDDlxlm+2oHoQhBcOJ5vuYzQ1ZXpMXuipXIPNUKgz3XvIg4NfVrkSZWU9oKKnUpXWAzIfh9eyBqfD7hdFk6LIXb06oA2UpBJRWdDWFhw\/sW\/v2KbRg0dg0oAsS1Vseu8DHv9z8WMYarPoOJLUMvCOcT0p1ONt374vWQp5EMgvEY+LIuPjDQ1lABcr4sBhNv3IFC5\/CunbnDrp6+4bGdneSozscPtOpqBx+RMryvDMZl\/ETBHJ9MmsRpRYd6osSqzsqR1sQ+Ezvm\/rk6dHh6Zxsg1AJ3odtZeyc+Lw9R\/K0VpejlI+r5005Ma59llxl9EgfPZSvLCeaGKQQy0eZy72NHB6xivKe3qmyhqWUmYXPTrTbqawseEfTPWkfP2trdvBo0vY3trXDY+wNjXFYrIhNX8y5mvudrtjKbw+tnpsTkXxSxbeLo7\/JFUmLikuWeVTAJf+4c8nbh9jMgUDS7J5dXl3Xe56j3GIylEaidkFOi7Wj0JjnvDYyzOFiDlNIdAC8s5feho5PXMz8dmvfvnp4plKOvZ8X60BCiVVoeRszGAq5fvz4127dsHZoroRRCOBb0b6+vr7u2HN3U\/guts3X0avm0rNz8+fBJFIe7vdoUgSGxtFgCynhiVdITRF6yCVPmQzAZmTY6hkp4\/wEzUMdPYvTU0Qm5CaUaBk3sSckGVt9gaiFR0X60ehkPfKTLKUA43cJflj4Vg\/1+PkTJ2Ps6ExGY\/D5PmFi2fHIdLZaMesYFGhRqNzat794cetu7jC7bjoj6VYnKaQL919jB0qcOnrSk01pE52RJtBNBr1MTo6Orp6Iw5s3yl+vySSS4vFI8t0tJlXHjciIpMq2YKCzoLB4ACNmQjNg9PY8KwTsGJAJRBYbHbnOvk3esNQux34zWZJxusWjAk58qElWQgU3o\/H71Q5fJgrTAckmUyecTpUnKeS9zWpM0Wa8sMkYnJuodFpl2Sd8t09Jih0pHGGUn9++PHHGPu4Qnz5psJQQXtxUBxiuTPmi8ZisZPzqcaphvlYc3d3NwnUFHYQMdKYcDRiMxY\/a8OhlmUdjxm6AnRF1ayM2x5yiQposK2gcw\/lWVSzVAEZtM9aUAVqCL8nDrUTdmCzBw\/WFa0HhXp9nvB9\/Uy1qq+aLukmCSSLqsjkuZCN0zBbrxY6qHPSVN90yumHQi8p1Ik2FYctlLp0\/EOmcJemMBZy2jIIh53hUDgUCjVCX7877a+jK8Lo6uqCPtDF6EVa9dv9fhiUJD9cUtjAIqB7EIuqTT5+smJWZAVQLarZtj3D47A5tunAwWn81amkNdQZEZtozhv68Uuwf\/\/+Q6A9cULIlY8O+hcE\/eM3bavmMJOqQoQjYCarL4TsKkroQvV9Gk3pcnVAMVMUPrGfFJrtDFvIdxwG\/6Hw0daoIxxQFMUMFLui2AJw6Jjv8nXTSNjNQ7DD7nQGbByKWXN7pBd09XISiUHZbFfwIAKGLsmqGQ5FDuRp8DUzD9Kt1VrbAp9tg3tYpt1K4+bBI3oc+V+\/OwZ27979JXGv2nGR61P7ojzhjZvixSqZEg+zsMSf0jtnGxW\/3Qz8gYvJ+vvq+QgJeDwWXwiZ6RgpX7Ao9JsJJXzp+DfffLNMIaoZdyyScjgJR3ukCzUoSpkdO9wEVxgN2cgI\/TLQ+\/oVP2QBiJftMjDb\/Qoe0rCr0JPxHFlWxf0DlmjJMq9oKTYxbqolbcnuY8e++wIcPXoUKo\/q69C2l+sLbBuEhx6+6ZbibduKOVo0kkruMn7Wa2boTMPJ0mWzDpA8pZip2veqCmUz4bx0\/PjxlRSSRRSli1Axw\/1pCmlaqBAuRTGZTIpZ1jFxhAnvYdaZV4c9jytcSSJD1SjBKM07rVbkWnojvFPinv337j723a\/T02zgzOHeGfp47Vfyq+gjM7YRxWkys+rNCwHkSKoRpNBX1WyArFdh+qDy8FzII+tI4VuHPGo9gYQW+QsGNYVge+bEsO9RyOPgFptSAK2Y8XUhbUZ6Mf51MHCD7khYZDIhr4pE8FSaJSJUeqi4hVSPiVBwIggraUcNdbnaR2oUPsPHZgB8CoHqsVgT+Ufa47avQiJPPoGfbtFGSK6xCSTPKervtLKFFOpERu9fGVHY2h+NNke73SM0xWcCNYX9Ppr7yax0iUWXVqQ+jmqQRsCEJZEIwuEa4P+A37gseP3DVg9IpcjmJzi5bijnTovRs1HQQCEIgRorxWNxcdLhUas8yXUmjtGR0GaQ+NNU2uTkB8v2KRSqiLLtUkYUxsL0iQregM0eiTW7+0ZII1fYHfa6PGaKARfwIpdFEHdRHxnk6iIJGXmcBjLKe8gK1waIlHHC+bRRn1MK9cyhcPcjCMEMtHjURD7\/1CmvyDNNaK74zjSlmsbqhYBO5ArtS\/7ygR+WRGFrzCtKPD5c3oASiXX3tXKH\/RGbCw+QQ1wxkYo3gHoUBacS8Low+KkP8BfG9bWCpeOCSaEopxQihaKOeT8fBlcDHrnGp34Li7K6bBheuPlOGiA1eDjGh018VdH+elohHeZAOyRyhXBogw0O4jEcDrX73CNMYl\/zSUynocxsT7QjmyIGfb4oEi8Lw96EmexdNyTruMGYWwqNWNJ+GUl0LapUj8\/MhSxIXmoancmceHBKi8+HF1vx25+1aUFIv8ABW8clzAyhEA5b3c1sFQZDW3OzG0Q72lMIRipJ+6iU0aDBMMrn8h0gQrPO6wQ2RoY35JjCIuF+1DHZUJU\/4OKTYjHU9AgbHZdpjJ918Z4J05dPezOKAyybugL2SLSfpdLtDFzxG\/TV53Mgp6LK6WdAHgZALMtgWoAJhVc0mWgWISd6zZLueiFZTwg35pJCo1H4BEk0K\/IvBkRuI7zw1DawfAJ5yy9h9RmS6Dr2lmt5sU5DX6Adiy\/uHSN9WC2lmaC7ORrrogIUK2odXlQwgUCAXGHuDlwYGflyp1ZjynxWd02Q1D8SXYieztM7\/58ovIGtsV+5QgyDVVkavBDScYWus\/l83lGcqfGRJodF5DWo962jXt1yqIw06RTUMLQMptjhy4tvRJdZcpm8ga4OMxclYUq32mRAlnnRz1tsMg82yOpesMa9i+8sQp2YfsDauQ\/VjP7\/UKhnXGkSNQpfIwSzoioe8vC\/hycUr1px3nHHnJPKRUISbe9hiXRlRNWkCNQuNbrmd5v5z\/PvlyNTKMgi77y4anQiAXgJheotF96K7UAOvGqgIv5\/Ufj\/\/GORH8BgduSfMcEg+6UMn8\/nWpfOO265Y2Yh5ELByrE\/Z5fWXABJX1MsSRk78EAzqIUCsKCXDUezk7WyTe49velqceDpLVu+YGCF9MEHt06OjY1t2jRk2Enn7eSKQsTgK9kbPIfpnlqmII1q97PPLa3C54fONC0MB7gZIJr2v0ffrg6kZCYyJnDlJ4jYIcLJpC3U4z18YpKanbCZQNQZrhLCz1ve0tjyrQBoJwqpL2cU6o3CR9kb\/CokLw5yzpmlHzk7k5y7cH7h3KmBUECWZM2B64t3vVCwpsO179J0Wq3UDeyntm62S7sT5vKMV\/VERH2RcPbe3Wl+\/Fk74jmkUPg+a4NVMyEs+6odsaaz+dQuc+G3n86dOmObCoXCYRQkLtiTNAOYBGIoxI9cARIt0FhbsM0+PLF309A7ahjUUR93ETWkXV2MeaP3tKdJUOeMPtcUbhCyqEUXg+2sl8cEtfja0dEEbfBm8ljSd2cOY6L9OZvu8gyKmeFogT00iU6+OorAgzyewq7Z+Xjs5FDap6ILec+QIecU6oU385e6ytRG4niaRFPTTw5lsawWcWXxsO2dzIPOHkmDWeF7AfEyDeKLz\/YsaFn6m7nzC00qiuP4TmbXG1LTglx\/lgT2EsSsUW8xCaZgCDGbFqE0uhdMYi8DIR+GD\/k0My5ID5kUlLLgMshJbEwfoi6Fa97G8mHMGkFWrra1VrD+QL\/rVTedu1sv7XzGhvw49zL9+jt\/7u93fufmo7sjwr4mhZCjJJQRLUn4P2QUk8FH\/fBOSzSN4CchcaaqG10xum2DDKbPC++hm4ycfNEXENZtLnm1UqWF9toDmdxrDzrkq71MQlXxnvAFgRoY\/rFw\/yhCwub7zYNEI02VxwnaJ0iG21iIHu5eqdupV\/tKw1ukow90Oy4siDRal0tYRP+TFuKI2ZbrqGkjl75OXFaAfDcfhfuHEBLSPDf3WC2ysyGiLf+\/2p6BTswkPIDaBX+7BLp9+vPxw7W+PtHfIJYjupwwtonUDmlgh1C4tITuDOVWV8sFFwFSsxdYM1x73gzepyDEIJhM+LuJ9Pb71OrS96\/pOmqQYSWhTPF78sULYTYZOA+yabRqEKtcS3sdb3EcD5zfIo2XrpmPwmtNAC6T11cP6kB19zwJDxMw8onSwQ+52VW9DqDXunIXohtDh\/HyQnJXP8\/b2rwOF3hZOcJa8j6B7Wv3ke7JY62Tbkkn1MT5QPUME\/LzP7Q+nvOq6ymo1Xb7HoUfKJBCPMa0AZMiQqRi4GYlQQqi9XhJuLU37AjaOTpkDrg15SC4fH1grhnpymYvBFxSjbz2lKPqbrDnPtCazTaahe30y4hTIl2T\/\/kwgTob8AMdPFfuRXreKvCSsEF2P6LzmkO8k4\/FO7zuvWrNFs2GCExkldmpgGQbD9dRbdBq3XMmpVJl1lYDEkI5xGbYgIRnCTZyV0RXSkKAOCFmEkIpAP85lyNgDtGzHGuLegbjLRshPtmlVJq+SLYZZKnBaovZfPIKXDbXYa6mTQ0OiHqxPXNZ1tvsc8nFtAP\/EIGVhPCJdQ6N6SBv3a9uS7K5WY62pqK39OtyayarVM5INxx3RmssnrZP4IStFz3VDMbvDiB4ZIajeuVHpWPdpemdrxlhJWHxyDLFSPyexxNv0be0REMsz3GXjVQmpS8UDGsTfNzefiRpkKJgZGvvEH03oWzPfroRXcm4\/scAIhrwprJbW979DDMJBUg08EN\/CzbuRPUFQ0EfzKTp3Oxs7radiiWnBSyrsR7ZsWPKYJEiwyVrTcHxX+07TkeDKzF8HEbE5tfoWrdmQtinE\/IHtp8bw1BCKFAFIqYK4wJBw7RlGhwmlDbynHOWy9H2tDUGsbJ8Pm8rk89\/N\/0yzVhsEoR4Nl9rS4VUO49MBZPLTFvmEay0cEcGK4uRaz4IMvt6cOtIRUiosT06n5w2pIrbd5IZSz4v+FEoRtnpyyecTieX42mjnUpYRWwLqiumBZtVAiYXW2ULJbp2miYysQq2yVF0AIM6eRuKqw4NNz99OzxK4DYjrUCiXT8XrflQhZhNVMsGLxjWSPO5opZc7jJ\/m55QXVUtpZk0lUgkqAS1mkSOWW1Ms4euNk5Z02XYRVjGYzkHrQdZPOaWwOwZ6QrIrWQnOjq\/SFHW2DJWUIhKi6KADybSjN1I3+b5b42qrm+cswh3oh7OOqahl9uuqO7seVMBkXiuIiROTsQval+BhF8ZgUDFrywL3lUFk2YYVoRhGYahls42nl2iBJvdWJ969t\/7dzeevYMIEQVBYFT3d4NgLCF4w2HhbjAqovs\/FxnazjJ1sReZOLXt1JL9H\/nL3hm8pg2FATyPhJqAUUekuZhLkBCIelO8pANxWsQe\/AsKWqTk1sN2Kww8CO1xvZUimBykMJjnXtpLdyp4GGyXFoY9y7oeCt0O+95LHnW1bDpYMNafaPKSvCf443u8l8j73n\/Lxlfib9HDGGFOp\/LBVEh\/TBYgqeaHN+VBs1l+Gk8h7LWb09IuN4dJqpDABiVrWkAU\/o6Av\/RqeHM3GMDgpf2YMlb4qfz48OEfgNMDV2EQsvssgkKBYxiSo\/zn8KZ9eQnD0MH2A+1bUHh7uD0bW8PEUqFvCmnHChrxSLoH8fg9BzOKHMjEEIVbM3K+VOiLQlZBgEAXYxVIhmoeAdLVPZhs50aj0eZnrPAck5uezaVCfxSizrrYRdLkEjlSCLmYV\/ct7OLuDkJrc3pGS4X+dKTohSGqRzoKTf5xTIOQVFghFEKn4GIHzUxvqdAXhVEjHDbqXxTEC5rGPAlR2CcupOlh+KVCXxTyBQuey4Yt9aCBEC9NjFVZeFGFs83rqELWY57TFQZaIV4AqmaAREO1jy\/wvELh8KBGEwQWGI9C7NdhOI1zHI6TZY6gKIpMIAV3I3Osw2mOp1DSHIfBPI\/7a\/4rBFD2GkssRddV4\/XphYDG4PGynVShpnEKYJp5oELRKzqBlvOAaZqKIrkK8f1RSoiu5ErAhblItBV4hSyPLjbqVti27ZJo1evRo9bZu90xOidrtbXW7v4DO3+DXNWP11bedPb3u12voW6Pz8gcRKoGoSwRlYt3z83\/jhS\/FR7lT1fXRXsV2NsrRUTRohiGYZXgcMmIGgB8RglQ8rZjRThLwQWoZpMqLpalfq1UdQhUM4O7XqKSE+Yj5V1gFZLkHALDyQ5CvbPrWMwSf0QipSeI4DcF74XDkUnoUXoRrRxxm7AO9GwymUyk01Vdh+5WJibJBGZhPPqokCVIkobHJhkTUJDw8ezIjtVqNVWN\/QfU+E6qWCgUUtls1hOZh4jM4K5VkFhgASLSP4VeY1hfJp\/Xq+l0IpFMpquVSqLR6X84bgEnLgcuG\/+GV5s01C+8bDQar4rFYiGVIhoToLFCNMoQjYvwPMofhSzmF3t3kNo2EEZxPGEEJfQA3tgLQxBFpNoZsjECI2+EV9pq6b1PoEvoCj5p3\/vmWSOX2DVR41hCf4e0paV2++ObGdkOwfS1fjvzW63e3ja53Tb5drvdZ1lVNU1Z13WSJMvPdFguE1SXZdNUVVbhUyXFDRWJKMU1EFE89Em8C6GzT\/Cb4fqgOA3gK\/w2eQ450GWkK+sEweFwOP7s0fFwkqxrT5kB0RQ5ioYIxfU6paIb+CTehzCO\/QYowTlacQTzzbYzfKWGzwiPfQhpmBARhDTMYIg7ardFGmoSgYhHNxHeQDij4Pv5ItolrEAow16IAkQSLJsqEGpL1By+a0+cCG8h5AyCcG3nmN9GuNJCCsMwhyj5HKP0EPno1wU0wXzjBUVY6HQ6Ed5KqIXUxrA9zHQRvaIOM8GRksfrcox20gt+ATD3gBLUdSIX0mkKbz3O+OMoEItfRITi35NohxomR0JKUh0+aEk3Kwl4Xg+RTwMowPZCnzuhLaNRNB1n\/p1zHEQzTLGYCvEVimI0R9ZCNqiUJTmvV7OSNbQjnvTC+Hk++BGw3QdtGf1eQTcEQg0il1Mq2nrqN8V5y0hHQe5Rxqo2gl6sqcgmOdoRT3rgQ9TTAqqjKB5GhEZwcX8XQub8JKKZDqfGaI6IjoSUJNNY+rJr7dXWyr2cRk+zZ9Nnen78dFkfj+AptjsQqvCmtdaRkAUhbV01SSZMajKRStVgJWVaEpMa3CgnumB32vyk9xS5cTy7djdC5ZQGkpKpFlZQFjukxZU338pA8XEhgQlNzTt0fE1YeOkiYvZy0wM9xx0PiDDEabTtkfujlYrS5hKDyTXWNz+LQJanUiKTGipMLgUd7VDEu4rxOtfjveg7TEIMZJhKPgrfTKVrevLwygqogjW0sxuTFr3YWqWYbl9kde7Lje6tF982he78lzH\/Z90LilnkNJ0i1Q8qBCz9tooWmDZ8oBdkdo9+5T6Qi4rrX9DqfP5n6sN\/nEML38WdrPs3PNKWNzLC8LDDuqrCghcSuv8+8ac\/pyGz8W07F2RjfNPaQxD2aAiDda2JcGoiHFsT4eD7D4Ru1D19fa5n0Y+ehC\/Po+7rDd1z\/y4T3tJE+Kc9OiYCAIQBIHZs+FeMBcZ+L7GQyYX3y1ktXojCBRTmKcxTmKcwT2GewjyFeQrzFOYpzFOYpzBPYZ7CPIV5CvMU5inMU5hXKXwKflA5W3VgUwAAAABJRU5ErkJggg==\" y=\"-7.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":[["2 x 2","2 x 3","2 x 4"],["40 : 5","20 : 5","30 : 5"],["20 : 5","30 : 5","40 : 5"]],"correct":[2,0,1],"level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n phép tính \u1edf c\u1ed9t trái:<\/p><p>2 x 2 = 4<\/p><p>2 x 3 = 6<\/p><p>2 x 4 = 8<\/p><p>Th\u1ef1c hi\u1ec7n phép tính \u1edf c\u1ed9t ph\u1ea3i:<\/p><p>20 : 5 = 4<\/p><p>30 : 5 = 6<\/p><p>40 : 5 = 8<\/p><p>V\u1eady \u0111áp án \u0111úng là:<\/p><p> <span style=\"color:#27ae60;\"><strong>2 x 2 = 20 : 5<\/strong><\/span><\/p><p><span style=\"color:#27ae60;\"><\/span><span style=\"color:#27ae60;\"><strong>2 x 3 = 30 : 5<\/strong><\/span><\/p><p><span style=\"color:#27ae60;\"><\/span><span style=\"color:#27ae60;\"><strong>2 x 4 = 40 : 5<\/strong><\/span><\/p>","type":"matching","extra_type":"mat_txt","time":"0","user_id":"126","test":"3","date":"2021-07-29 16:54:17"},{"id":"2214","post_id":"4344","mon_id":"11445","chapter_id":"11557","question":"<div class=\"lt123_imgs\">M\u1ed7i tu\u1ea7n b\u1ed1 làm vi\u1ec7c 40 gi\u1edd t\u1eeb th\u1ee9 2 \u0111\u1ebfn th\u1ee9 6. Bi\u1ebft r\u1eb1ng, s\u1ed1 gi\u1edd làm vi\u1ec7c c\u1ee7a b\u1ed1 các ngày là nh\u01b0 nhau. H\u1ecfi m\u1ed7i ngày b\u1ed1 làm vi\u1ec7c m\u1ea5y gi\u1edd?<\/div><div class=\"lt123_imgs\"><img class=\"img_dd\" src=\"\/data\/library\/gia-dinh\/lam-viec.png\" \/><\/div>","options":["8 gi\u1edd","9 gi\u1edd","10 gi\u1edd","12 gi\u1edd"],"correct":"1","level":"3","hint":"","answer":"<p>M\u1ed7i tu\u1ea7n b\u1ed1 làm vi\u1ec7c 40 gi\u1edd t\u1eeb th\u1ee9 2 \u0111\u1ebfn th\u1ee9 6. T\u1ee9c là m\u1ed7i tu\u1ea7n b\u1ed1 làm vi\u1ec7c 5 ngày. S\u1ed1 gi\u1edd làm vi\u1ec7c c\u1ee7a b\u1ed1 các ngày là nh\u01b0 nhau.<\/p><p>M\u1ed7i ngày b\u1ed1 làm vi\u1ec7c s\u1ed1 gi\u1edd là:<\/p><p>40 : 5 = 8 (gi\u1edd)<\/p><p>V\u1eady \u0111áp án \u0111úng là<span style=\"color:#27ae60;\"> <strong>8<\/strong><\/span> <span style=\"color:#16a085;\"><strong>gi\u1edd.<\/strong><\/span><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"126","test":"3","date":"2021-07-29 16:57:55","option_type":"txt","len":0}]}