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\" y=\"6\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["\u0111&ocirc; la","\u0111\u1ed3ng","r&uacute;p","y&ecirc;n"],"correct":"2","level":"3","hint":"","answer":"<p>\u0110\u01a1n v\u1ecb c\u1ee7a ti\u1ec1n Vi\u1ec7t Nam l&agrave;&nbsp;<strong><span style=\"color:#16a085;\">\u0111\u1ed3ng<\/span><\/strong><\/p><p>(V&iacute; d\u1ee5: 500 \u0111\u1ed3ng, 1000 \u0111\u1ed3ng; 5000 \u0111\u1ed3ng,...)<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"128","test":"3","date":"2021-07-28 03:15:24","option_type":"txt","len":0},{"id":"1863","post_id":"4305","mon_id":"11445","chapter_id":"11578","question":"<p>Minh mua 1 chi\u1ebfc phong b&igrave; gi&aacute; 5 tr\u0103m&nbsp;\u0111\u1ed3ng. Minh&nbsp;\u0111\u01b0a cho ng\u01b0\u1eddi b&aacute;n h&agrave;ng 3 t\u1edd&nbsp;m\u1ec7nh gi&aacute; 2 tr\u0103m&nbsp;\u0111\u1ed3ng. H\u1ecfi ng\u01b0\u1eddi b&aacute;n h&agrave;ng ph\u1ea3i tr\u1ea3 l\u1ea1i Minh bao nhi&ecirc;u ti\u1ec1n?<\/p><div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/tien\/200.jpg\" \/><img class=\"img_dd small\" src=\"\/data\/library\/tien\/200.jpg\" \/><img class=\"img_dd small\" src=\"\/data\/library\/tien\/200.jpg\" \/><span style=\"color:#8e44ad;\"><\/span><\/div><div class=\"lt123_imgs\"><span style=\"color:#8e44ad;\"><strong>Ng\u01b0\u1eddi b&aacute;n h&agrave;ng ph\u1ea3i tr\u1ea3 l\u1ea1i Minh&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp; tr\u0103m \u0111\u1ed3ng.<\/strong><\/span><\/div>","options":"","correct":["[\"1\"]"],"level":"3","hint":"","answer":"<p>V\u1edbi 3 t\u1edd m\u1ec7nh gi&aacute; 2 tr\u0103m \u0111\u1ed3ng, Minh c&oacute; s\u1ed1 ti\u1ec1n l&agrave;:<\/p><p>2 tr\u0103m + 2 tr\u0103m + 2 tr\u0103m = 6 tr\u0103m (\u0111\u1ed3ng)<\/p><p>Gi&aacute; 1 chi\u1ebfc&nbsp;phong b&igrave; l&agrave;&nbsp;5 tr\u0103m&nbsp;\u0111\u1ed3ng, n&ecirc;n&nbsp;ng\u01b0\u1eddi b&aacute;n h&agrave;ng ph\u1ea3i tr\u1ea3 l\u1ea1i Minh s\u1ed1 ti\u1ec1n l&agrave;:<\/p><p>6 tr\u0103m - 5 tr\u0103m = 1 tr\u0103m (\u0111\u1ed3ng)<\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave; <font color=\"#16a085\"><b>1<\/b><\/font><\/p>","type":"blank","extra_type":"","time":"0","user_id":"128","test":"3","date":"2021-07-28 03:36:02"},{"id":"1864","post_id":"4305","mon_id":"11445","chapter_id":"11578","question":"<p>Th\u1ea3o b&aacute;n v\u1ecf lon bia&nbsp;\u0111\u01b0\u1ee3c 1000&nbsp;\u0111\u1ed3ng. H\u1ecfi Th\u1ea3o c&oacute; th\u1ec3 nh\u1eadn&nbsp;\u0111\u01b0\u1ee3c nh\u1eefng t\u1edd ti\u1ec1n n&agrave;o t\u01b0\u01a1ng \u1ee9ng v\u1edbi s\u1ed1 ti\u1ec1n b&aacute;n v\u1ecf lon?<\/p>","options":["<strong>A. <\/strong>1 t\u1edd 1000 \u0111\u1ed3ng","<strong>B.<\/strong> 2 t\u1edd 500 \u0111\u1ed3ng","<strong>C. <\/strong>1 t\u1edd 200 \u0111\u1ed3ng","<strong>D. <\/strong>1 t\u1edd 100 \u0111\u1ed3ng"],"correct":"[\"1\",\"2\"]","level":"3","hint":"","answer":"<p>Th\u1ea3o b&aacute;n v\u1ecf lon bia&nbsp;\u0111\u01b0\u1ee3c 1000&nbsp;\u0111\u1ed3ng. Th\u1ea3o c&oacute; th\u1ec3 nh\u1eadn&nbsp;\u0111\u01b0\u1ee3c:<\/p><p>2 t\u1edd 500 \u0111\u1ed3ng v&igrave; 5 tr\u0103m + 5 tr\u0103m = 1 ngh&igrave;n<\/p><p>ho\u1eb7c 1 t\u1edd 1000&nbsp;\u0111\u1ed3ng.<\/p><p>V\u1eady c&oacute; 2&nbsp;\u0111&aacute;p&nbsp;&aacute;n&nbsp;\u0111&uacute;ng l&agrave;: <span style=\"color:#16a085;\"><strong>A<\/strong><\/span> v&agrave; <span style=\"color:#16a085;\"><strong>B<\/strong><\/span><\/p>","type":"checkbox","extra_type":"classic-checkbox","time":"0","user_id":"128","test":"3","date":"2021-07-28 03:46:01","option_type":"txt","len":2}]}
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