Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
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\" y=\"0.99999\"><\/image> <\/g> <\/svg><\/span><\/p><p><strong>D\u1ef1a vào bi\u1ec3u \u0111\u1ed3, hãy tính t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn c\u1ea7u lông?<\/strong><\/p>","options":["50%","20%","49%"],"correct":"1","level":"2","hint":"<p>B\u01b0\u1edbc 1: Tìm s\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A và s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn c\u1ea7u lông <\/p><p>B\u01b0\u1edbc 2: Tìm t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao = <span class=\"frac123\"><span class=\"ts\">s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn c\u1ea7u lông<\/span><span class=\"ms\">s\u1ed1 h\u1ecdc sinh l\u1edbp 6A<\/span><\/span> . 100%<\/p>","answer":"<p>T\u1eeb bi\u1ec3u \u0111\u1ed3 ta th\u1ea5y:<\/p><p>+ S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A là: 12 + 20 + 5 + 3 = 40 (h\u1ecdc sinh)<\/p><p>+ S\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn c\u1ea7u lông là: 20 (h\u1ecdc sinh)<\/p><p>Do \u0111ó t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn c\u1ea7u lông là: <span class=\"math-tex\">$\\dfrac{20}{40}$<\/span> . 100% = 50%<\/p><p>V\u1eady \u0111áp án \u0111úng là<span style=\"color:#16a085;\"><strong> 50%<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2021-09-11 11:59:50","option_type":"txt","len":0},{"id":"7513","post_id":"4694","mon_id":"1158113","chapter_id":"1158165","question":"<p>L\u1edbp tr\u01b0\u1edfng l\u1edbp 6A thu th\u1eadp d\u1eef li\u1ec7u v\u1ec1 b\u1ed9 môn th\u1ec3 d\u1ee5c mà các b\u1ea1n mu\u1ed1n h\u1ecdc trong h\u1ecdc kì này và bi\u1ec3u di\u1ec5n d\u01b0\u1edbi d\u1ea1ng bi\u1ec3u \u0111\u1ed3 c\u1ed9t nh\u01b0 sau:<\/p><p><span class=\"svgedit\"><svg height=\"255\" width=\"205\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"257\" id=\"canvas_background\" width=\"207\" 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=\"253.00001\" id=\"svg_1\" stroke=\"null\" width=\"203\" x=\"1\" 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yBIDIANxBZAkFkAG4gsgSCyADcQGQJBJEBuFF1kf3mdyI\/\/kxk30h44a7l2P6\/RE7cEvkHx+fSERmAG1UV2fC0yDZV2cMKdb3FkXFz0BFAZABuVFVkaauwv\/jCHHgFEBmAG1UT2c8ehhfmeo79o+bgK4DIANyomsj+8mZ4Ya7n0N3oKCAyADeqJjIqqx1yA+AGIos5okBuANxAZDFHFMgNgBuILOaIArkBcAORxRxRIDcAbiCymCMK5AbADUQWc0SB3AC4gchijiiQGwA3EFnMEQVyA+AGIos5okBuANxAZDFHFMgNgBuILOaIArkBcAORxRxRIDcAbiCymCMK5AbADUQWc0SB3AC4gchijiiQGwA3Iolseigjzeu3yLq9AzJttmmyn3ZLy0a1fe122XakTyaemR0RoLLaITcAbpQX2cIj6X+nVRrXalmViOxun7SobY1v9sjFc+\/JNv1zx3WZM7srQWW1Q24A3Cgvsme35eTONsmMDklniciyH7UqubXK2bv6t3kZPq5l1y3Ds97uilBZ7ZAbADcijpEpoZWIbKxLi6td+s0GX2ztcvGh\/3slDvzi96GFud7jq6+eVQxyQxDRQ\/OcIsvImPl9+lK7+n27ZG6YDRXY\/4\/prKwzM19VDHJDENFDU7UWGd0nO+QGwI1liyzb26bExRiZa0SB3AC4sWyRcdVyeREFcgPgxvJFpsiNnpH9m5tUS6xJNu3rlZvcR1YxokBuANyIKLKVh8pqh9wAuIHIYo4okBsANxBZzBEFcgPgBiKLOaJAbgDcQGQxRxTIDYAbiCzmiAK5AXADkcUcUSA3AG4gspgjCuQGwA1EFnNEgdwAuIHIYo4okBsANxBZzBEFcgPgBiKLOaJAbgDcQGQxRxTIDYAbiCzmiAK5AXADkcUcUSA3AG4gspgjCuQGwA1EFnNEgdwAuIHIYo4okBsANxBZzBEFcgPgBiKLOaJAbgDcQGQxRxTIDYAbiCzmiAK5AXADkcUcUSA3AG4gspgjCuQGwA1EFnNEgdwAuIHIYo4okBsANxBZzBEFcgPgBiKLOaJAbgDcQGQxRxTIDYAbiCzmiAK5SSazg2\/JmjVrwuPdEfMqqAaILOaIArlJJlMXdoRLTAciqyqILOaIArlJJosiOyqfzMzITDCemhdBVUBkMUcUyE0yGXnXtL6+fVrumW2QDBBZzBEFcpNMCiJ7\/bxMmW2QDBBZzBEFcpNEZuSTHxiRNbwgLzT4Pzd86zty6MdXZGrBvAyqAiKLOaJAbpLIlJx\/3YgsJBq+e5lWWhVBZDFHFMhNQpm5JyNXR+TOlB7gn5I7V0\/LoU15mTVI57h5HcQOIos5okBuaoifHy20ynZcoE1WLRBZzBEFclNDBER26O9nzEaIG0QWc0SB3CSQB5dl35++Jaf78l3LGbk3Guxa7pPLX5rXQuwgspgjCuQmgTw4LztMy2tpNMiuC9xZVk0QWcwRBXKTQGan5MqPD8mOl1+UhrzA\/mizvPK9Trn8K7qU1QaRxRxRIDcAbiCymCMK5AbADUQWc0SB3AC4gchijiiQGwA3EFnMEQVyA+AGIos5okBuANxAZDFHFMgNgBuILOaIArkBcAORxRxRIDdQMyxMyciFTtn37c3ygrlRuOFbr8iOH2TkSozP0COymCMK5AZqgxn55PsNgUe1SqJhl1x+YF66yixfZA8HZM\/aLbIuEHsuPTE7K0NltUNuoGZ4cFl2fWuHdF644j9MP3VHPvmr7xQe44praqPnFtlLB7olc6rHi7Pj0ZeSobLaITdQ0wQesN\/1t0kX2Y0eaVQiO3Z13mxwg8pqh9xAzfJ0Sm789S6\/RbapU0ZiWiZv+SIbz3jdycb1Td6\/G3Z2y+B9sy8CVFY75AZqixHpNC0wf2zsRdn17mW5E+OkIMsX2ePbcvZUr1wcGpKzx9tkg5LZuq29MmF2V+L7P18ILcz1HtPTTyrGn5GbSHHt7r\/KX9\/6rfy3X\/6uruKDm7+T\/omvQo85mfEzeTsoMh0vfFta\/+s\/yGTo61c2NMsXWRHzMnxcD\/i3y8WHZlMFDo5+E1qY6z3m5uYrBrkpHzO\/nZcfjf8h9G\/UU+wa\/kauT38dmoNExrN\/ld\/cvyn\/491\/J\/\/GCO3fdv1T+GtXMDQrLLIOGcyZTRWg+2SH3JTnYIry0zQo8utn5sBrhkBXM6ZV2Zctsun+bmk\/obuWo3Kxy+9aNh65JhE9RmUtA7mx83e\/Dn9vPcdf\/NIcfM0wIkdrRWS54R5p2ewP9K9b3ywtxwdkwuGbg8pqh9zY+fPr4e+t90gmN+R9b0GWG3Jvxl+QZebzETn9w82FsbINXTfMa1eXFepaukNltUNu7Hx\/NPy99R6zvzcJSBQlVytLoyZuv3hOqKx2yI0dRJYkZuTGhffl0OuvyIsNeYE1yIsv75O3\/uaKTC2Yl8UAIos5okBu7CAyCAORxRxRIDd2EBmEgchijiiQGzuIDMJAZDFHFMiNHUQGYSCymCMK5MYOIoMwEFnMEQVyYweRQRiILOaIArmxg8ggDEQWc0SB3NhBZBAGIos5okBu7CAyCAORxRxRIDd2EBmEgchijiiQGzuIDMJAZDFHFMiNHUQGYSCymCMK5MYOIoMwEFnMEQVyYweRQRiILOaIArmxg8ggDEQWc0SB3NhBZBAGIos5okBu7CAyCAORxRxRIDd2EBmEgchijiiQGzuIrDLTsyIf\/D+Rvb+oz\/jPt0X+b8lybYgs5ogCubGDyMrziy9ENoe8vx7jv39uDlqByGKOKJAbO4jMzm9USywtEsvHiBK3BpHFHFEgN3YQmR3dnQx7bz1H25h\/7Igs5ogCubGDyOz8h38Mf2+9hwaRxRxRIDd2EJmdtIrsG3XsiCzmiAK5sYPI7CCyKkBltUNu7CAyO4isClBZ7ZAbO4jMDiKrAlRWO+TGDiKzg8iqAJXVDrmxg8jsILIqQGW1Q27sIDI7iKwKUFntkBs7iMwOIqsCVFY75MYOIrODyKoAldUOubGDyOwgsipAZbVDbuwgMjuIrApQWe2QGzuIzA4iqwJUVjvkxg4is4PIqgCV1Q65sYPI7CCyKkBltUNu7CAyO4isClBZ7ZAbO4jMDiKrAlRWO+TGDiKzg8iqAJXVDrmxg8jsILIqQGW1Q27sIDI7iKwKUFntkBs7iMwOIqsCVFY75MYOIrODyKoAldUOubGDyOwgsipAZbVDbuwgMjuIrApQWe2QGzuIzA4iqwJUVjvkxg4is4PIqgCV1Q65sYPI7CCyKkBltUNu7CAyO4isClBZ7ZAbO4jMDiJbJtlPu6Vl4xZZt3a7bDvSJxPPzI4IUFntkBs7iMwOIlsOd\/ukZe0WaXyzRy6ee0+26Z87rsuc2V0JKqsdcmMHkdlBZMsg+1Graom1ytm7+rd5GT6uW2bdMjzr7a4IldUOubGDyOwgsmUw1qXF1S790\/7vvtja5eJD\/\/dKpLWyfvPNNxWD3Njj+yPh7633+N1CeD6CgciWgS+yjIyZ36cvtavft0vmhtlQgb8c\/lLe\/tmD1MXg4GjFCHtfGiIsF6Xxn37261TG3w2Oh+YjGGHvS0PMqdZq1VpkAAArxfLHyHrblLiWP0YGALBSLFtkz3vVEgBgpVi+yBS50TOyf3OTaok1yaZ9vXLT4T4yAICV4rlEBgCQBBAZANQ8iAwAah5EBgA1DyIDgJoHkQFAzYPIAKDmQWQAUPMgMoBlMMejeIkCkQE4MHerV\/Z4syI3SfOJUcmZ7VBdEBlAVGavS+f6LdK4uVW2eTLbIts6kFkSQGQAUXicleynGVn3Wq9M6N+fZeXsAf2cMTJLAogMoBKzk3J6p98CW7ezT7JmMzJLDogMoIgnMtzVJoeP90imP7s4LdX9ITlsxsb2X3pkNio8mW0v3gaxg8gAAkx8uFuaTwzJ8PCkTD+bl+yt2zLxeN7faZMZVB1EBiBPZexUhxz7YEjOdjTJsavzMjfZZ6Tli6v5nWt+lxKZJRJEBvA4K8O3Hknumcj0jeuSzflXJ\/W4Vzb3SPp\/1KzEtVsyN4ItM0SWJOpHZM9uy8mf3Da\/QDnmbqmu033zCyxlPKPE1SYXVY7m1M\/blMROjj5VOx7JxKSR2YL\/T5rI3RmSk4dapfm1o3KyfzJRFzfqRGRPZLCtSRq7EVlFZq\/LSd012vqeDCKzYvQtFnq69hs90qivRO5tC0hMSe1qtzSuz6RygZ3p\/qOyQeWkcfNu2aRaq7rLveHQ0OIV3CpTNy0yvTzdnktPVGG8LRc\/7JHTCfvGSAJ6jYXDry3ezInMAjxW3cmtW6TlnO4uZuWsud1i0\/FrklOtr9z4GWlRFbjlo6RU3RgxNwK\/dMIsLpSbLNx24tW5BFA3Ipsevy4TN\/zC5g\/QJusbo+rcOuOtdKXHfaZn52V6qNv7HZkZTGVdt+WM3NS\/Px71xJYvS96Av2rxp3KVsIcDskfloDko8Wejckzn68CQmKVtq0odjZH5id3WdV2m9TfGbr8AIjMffyX4LdI5ajYocsMZeUlXUmTmkc\/R4X6\/KykLT2TsUq9kTvXJ4KTZlkbykl\/f7o0b+qhW62tq2xHVYjVbqkmNiuypKmDXZGJ0oFABdSFsNN+muauqtaEq57FD25FZnvGMN+7TeGAgkIvbcnJ9k7d93daMjKVtOT\/d6tp5UI6duy3TevB+VuVji8pF8O79lDJ3f1TOnuqRs8N+13H6Y1W\/dDlZ3yqHPxyQs++0qt93y8n8ldwqU5Mim\/hJqyeodWvfkGNXS74p7+tm8EF\/BfTHQ3LYq6hNcvjTZPTlY+WZvsr2xHSHnki\/GdfYsPeMDN9\/Ijc\/UoVTiW1Mfwmo7S99MOm9Mh3My4Q6\/vzAta6gWmhj53SrrEk6h5NRQatB9lN\/wW2\/ji12qfX25mC+Pk3O7Sc1KbK5UdMlUlHa2rrZrSur6iqp1oX3ur2qBTKbvkKZ\/di\/yqRz1Pimaqnq1tbCI7loWqn5Qtr+qf4iUF0H\/bq0XPW9f01OfmjGuxaeysRQfqFplZMtb\/hlS5WrVF4sutsnLapc7O\/NSm5atVj\/xC8ni+OD85LLPZW5hN1+Unsim+yVZtWk7Ry6XaiUQZllzx30C+TG7aoiqxPycQpbYrolqgtfW0aO7fVzVJCZYnp8QE6f6pX+O35rNqeEr28zyNzyfq1zVMu0zZfWtq7iwfvc5Khk9jX7XajU5CPIvIx1NxuJ+y3WDQfek2Ov6nwl+2JHTbbIph9mZaI\/I4dfzRe6oMyeyNgp1WXYvFv15ScTm\/jVQt\/s2v+T92Sdaon6V5OeyljX7iUy81CtkZvndMstZXepP5uUzJvhMvO43+ddpUvVfYklLSyvN7O+W4Z1ebl1Rv2sh2haldyT2bupTZF5A4+q8n00KdO5RzLY4VfU1A\/qL2Tl7N58F8ncRuARkNnePpkwhXZuvEeaN7bKsf4USEwPXl8NHGdZmT2Ss2+qHCbk1oLVxp\/19g05OZ6XlB5PVcdv5l7L9rbLuq7riZ7euwZFZpJsxsF85mX4uF8oUyMzryJul02vtkpLcC6sogp6PTDOo2TW3R4orCliVuXkVV1mdkt7cIA6fy9Uicz8rnZybvZcVcz9hd4FoIK1VX3q8MtQ48btqtGQnKuTNmqyRXbz1BsqycXdoexHqkLvPSp7TiW3H79yKJkfavKnm7n1SOaePZWJ8esyPJ717kK3yyzF3B+Q\/Z60gjJ7Ihf3blHlpl0OB8qSbqG0d6VhosSnMnhE5aSo9W54lpWLxw\/Kps0HE3V10kZNikweX5N2r1A2qdbIgAz290jL+jdSNDjrV8CT46rSFU03o2LjUTmrH2wOyizBg7SrysK8TE8\/WbzCVpDZdjn84agMntO3GbTLxYdmf+rwy9ESkc3elv4akFeQ2hSZ5r6SWeAREt2lTMN4ho9qkXUPSFbP+LFFNf8PnJGx+49k+FSbf8vF+g4ZfKxepmW292BKupOq6\/xhr4zlm1GFecN0Pg4uDlIXZKYj2Vfi4uDmB\/7YaXCqbm9MrGjoJvkkW2S6or4afCyiBPWNm72lulS30nCLxSMZGy35lvSmm\/FbZnmy5ubWoufiUkCuv8O\/gu09oeB3mRpf7ZDO43m5B2SWy6rWWK9cHE\/hrTmleHXMjIdtVl1s7\/aT2ruKnVyRKUnlbvRKi1cIy8gsFfjTFJWOC+anmynMSuDh39y6rittUxrNq9bFQSOzdtn\/mj+fmCY\/eF8ksxQyN35GTg6FPDOqx8O8R450jlrl2KXAWgU1QjJFlu8WbGyT9iMHzTdqymUWOsVyfroZPfBvZrX4tFteUr+n8xGbgMzWFo+ZLsqszR9DTBv5K7TlniNV5adWu9kJFJm5khLoo3v3O+mTgMyWymzJdDPFtxKkhtykDHpdxWDLTHUzA5cec6M9sj+1Y2LzMtalr\/YH7xerHxIosvx9YkelXw9YG3L9R\/2KisyWymzhidzs75PMqXSO++grt94A\/kYlLu8KpV1maWNu+pF\/S47Ge3RN5cR7BKm+SGTXMj8vlDflTP4u9KH3pPlAu9892NojN1M43XCB0G5mSjFT7zQe6JOJotoZlFkKysvCU8neLx7\/KvRkNi5OVeTfg2lmh6kjEiGyuckBOfZms2zaelRO39An45H052dp2Ngmx050qBPij\/tkP\/IfCg9eqUslyMzHXLkNThi5iJZZm7TUe3dSX3n0hhfys5kY9NXZDzukxSsnRminMrJHya2xI3iBqPapvsgKN7fmI7\/Yg37421w6VyeosK7gqC649feNEkpwupkwPJmlXGShV271IzatKbl\/TjUEbvXKyY8fqfrS7D9WNftIbg5fl5uFGytVa22oV9p3BqdwKh66qXWqK7JZ1cL6WHUj9\/Z5XchcYc79xZVrZPap5HKmQKqKq2+CTcdg9hPrdDNF5Mc\/UkvJldtn+fUISlonKSA3OiSDV4NPepQ8W6rI3R2V023+rRYvnaqfiTRjFNl88dPzehFUJaVG1WXcFJguZe5WiMzUN8rNn+juZcpmuCh6ZjKtV9siwJVbH9O72dYxIMN6skhTj0plpr8kvUeTXqufKb1jEtkjuXigfckzbfm70EuvRPoyU12m3sUToMfRTl9KwRJvTtPNpIuyCwsvPJHhc91y+FB3YZ75tOEN5Jv7xLz75ra2mqmpS2X2VPoPITJ3vHGMjIyZX4MUZLZR9dmDMnucrm6Bh+N0M6mChYUrox+Sfzxvpqv2Gwdzw91+\/QpMiug\/zlVfXe94RPZwQPbvHpBsblL6u45K82utcrhrqHC53Caz+ka1ILo65NipHjkdbEE4TDeTFlhY2AVzQ7mub+o3b3X0E9ckOxlspT6V7N36arXGI7LZJ5KbNLcLrG+WbfmFHgLi8mWmupOpmGN\/Xm5275aXjg\/I8LA\/y23RVSamm1mEhYUDFE8c4M\/s6peTlsL8afknY5qkeV+7d9tSGi56xDRGZmac3KJnJtC\/P\/UWNvBaYYW55dU378N6l5ieaqZbOj8YlbNdYfOJBVphTDfjwcLCeUomDjCL5jZuXmypFqbiuX+tJhYMWUliElnYVZL89NTt0p+WicQeTqoW2G2ZeKwq6Ph1yT6scJWJ6WZYWDhI4SZo1VLvzsgeM6e+nr3irFmzNDivWJLn2F9pVkFkqrV1qVsluS0wHUh+DvDiK5F6eup1aztksO4vRRoW9D1x5mdF9KtMKYOFhYu5P7n4+FVBZiqCDQOLzNLCyooskEw\/VP88P\/\/RwyHT4lDN3TbVyjjnr1qclmmY9YC1Hs9oPHJtsZBFvMqUJlhYuIT8Fevgw++2x9O8+rc9lU96rJzI8hJb3yqdQ48kN+mvDfjSB0pUhTvz8313\/yQUHjuqc+ZU90gPUDe+2SODk6UDr1GuMqUEFhYOpTCXWhSZpZSVEZn+xjQtsf35JbTUN0m7Lojr\/e0bDvXJRH5+sZzqYqVlXEPp6bS+69w6oV06rzKVwsLC5UFm5VmxFllOtSS8RKsW2cmh6\/7d6OsPSuelATlp7kxvOZfCZD8c8Fqmm8qN46TtKpN+WuFcoDvIwsLFKEFlTvRJ\/y3VswkM2NtlhshWdIysIDMdwceO7vuVOX3zyCumh2S\/PnbLZHZzd7OFllo6rjKpFuiPlLBLF0cpehQrxQsLF912o6NJNr16VI6dG5KxySeLEysEZZb6iQNWerBfUdQy8wqfP8FdvU6xWxnzXFto81+1RHaqbrdejt5sSQNjJ7b4Nz6rLiILC5dQWOawWQ539UrnkYOyqUhs22VD\/qrlVtV6RWIeKy4yTVBmx97x79hP9fqBwTv1z036lXbhiQx26G5T\/Q9Wl3Kzf0Bu3mJhYSt5mQVWfZq7Pyn95zLS\/qZerk3nbHdKGwbhrIrINIvdzJRLzFCYVz5fcb1QYvs4hWMbhempWVjYSkFmIRNE5m\/bgQKrJjJN7momxavWhGCmHt7zWqs0H8oUbiNIHSwsHI1yMoMiVlVkAJrp0tXgWVg4OsgsEogMVg\/VRTxtbmzVsTiXmn+Rwxt2YGHhyngyY0ysHIgMVof8yj6qJXH4REYO65+Dz9UyPTWsIIgMVp6CxBbvJfSm4\/mTdmk\/0iZ7jg\/4T3mkfGFhWDkQGaw4hYVh1+6WzqtKULnrZt3F7bIpP6mm9ZEtAHcQGawKizIzN3Bu7ZZhbx3FR\/7cdGmd8RZWBUQGq8aizLbI4fxkAvlJNtcrsaVo4j9YXRAZrCrF3cyseQi8KSVrM0BcIDJYdYItM09igVmCAVYCRAax4MsMicHqgMggNlK56DLEAiIDgJoHkQFAjSPy\/wFQnIe2mF0UlAAAAABJRU5ErkJggg==\" y=\"0.99999\"><\/image> <\/g> <\/svg><\/span><\/p><p><strong>D\u1ef1a vào bi\u1ec3u \u0111\u1ed3, hãy tính t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao?<\/strong><\/p>","options":["7,6%"," 7,5%"," 3%"],"correct":"2","level":"2","hint":"<p>B\u01b0\u1edbc 1: Tìm s\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A và s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao <\/p><p>B\u01b0\u1edbc 2: Tìm t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao = <span class=\"frac123\"><span class=\"ts\">s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao<\/span><span class=\"ms\">s\u1ed1 h\u1ecdc sinh l\u1edbp 6A<\/span><\/span> . 100%<span class=\"frac123\"><span class=\"ms\"><\/span><\/span><\/p>","answer":"<p>T\u1eeb bi\u1ec3u \u0111\u1ed3 ta th\u1ea5y:<\/p><p>+ S\u1ed1 h\u1ecdc sinh c\u1ee7a l\u1edbp 6A là: 12 + 20 + 5 + 3 = 40 (h\u1ecdc sinh)<\/p><p>+ S\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao là: 3 (h\u1ecdc sinh)<\/p><p>Do \u0111ó t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m s\u1ed1 h\u1ecdc sinh \u0111\u0103ng kí môn nh\u1ea3y cao là: <span class=\"math-tex\">$\\dfrac{3}{40}$<\/span> . 100% = 7,5%<\/p><p>V\u1eady \u0111áp án \u0111úng là<strong> <span style=\"color:#16a085;\">7,5%<\/span><\/strong><\/p>","type":"choose","extra_type":"cloud","time":"0","user_id":"131","test":"3","date":"2021-09-11 12:56:34","option_type":"txt","len":0},{"id":"7515","post_id":"4694","mon_id":"1158113","chapter_id":"1158165","question":"<p>Bi\u1ec3u \u0111\u1ed3 sau cho bi\u1ebft t\u1ed5ng di\u1ec7n tích r\u1eebng c\u1ee7a n\u01b0\u1edbc ta qua m\u1ed9t s\u1ed1 n\u0103m.<\/p><p><span class=\"svgedit\"><svg height=\"300\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"302\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"297.99999\" id=\"svg_1\" width=\"269\" x=\"0\" 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\" y=\"1.00001\"><\/image> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"13\" font-weight=\"bold\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"267.9\" xml:space=\"preserve\" y=\"292.85\">N\u0103m<\/text> <\/g> <\/svg><\/span><\/p><p><strong>Cho bi\u1ebft n\u0103m nào có t\u1ed5ng di\u1ec7n tích r\u1eebng l\u1edbn nh\u1ea5t?<\/strong><\/p>","options":["N\u0103m 1976","N\u0103m 1943","N\u0103m 2005"],"correct":"2","level":"2","hint":"<p>C\u1ed9t cao nh\u1ea5t t\u01b0\u01a1ng \u1ee9ng v\u1edbi n\u0103m có t\u1ed5ng di\u1ec7n tích r\u1eebng l\u1edbn nh\u1ea5t.<\/p>","answer":"<p>D\u1ef1a vào bi\u1ec3u \u0111\u1ed3 ta th\u1ea5y n\u0103m 1943 có t\u1ed5ng di\u1ec7n tích r\u1eebng l\u1edbn nh\u1ea5t ( 14,3 tri\u1ec7u ha).<\/p><p>V\u1eady \u0111áp án \u0111úng là <span style=\"color:#16a085;\"><strong>1943<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2021-09-11 13:26:57","option_type":"txt","len":0}]}