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\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A. <\/strong>864 cm&sup2;","<strong>B.<\/strong> 846 cm&sup2;","<strong>C. <\/strong>864 cm&sup3;","<strong>D. <\/strong>846 cm&sup3;"],"correct":"1","level":"2","hint":"","answer":"<p>Di\u1ec7n t&iacute;ch mi\u1ebfng b&igrave;a c\u1ea7n d&ugrave;ng b\u1eb1ng di\u1ec7n t&iacute;ch to&agrave;n ph\u1ea7n c\u1ee7a h&igrave;nh l\u1eadp ph\u01b0\u01a1ng c\u1ea1nh 12 cm<\/p><p>S = 6 . 12 . 12 = 864 cm&sup2;<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;&nbsp;<span style=\"color:#16a085;\"><strong>A. <\/strong>864 cm&sup2;<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-21 07:21:00","option_type":"txt","len":1},{"id":"8066","post_id":"5855","mon_id":"1158532","chapter_id":"1158663","question":"<p>M\u1ed9t th&ugrave;ng \u0111\u1ef1ng h&agrave;ng c&oacute; n\u1eafp d\u1ea1ng h&igrave;nh h\u1ed9p ch\u1eef nh\u1eadt c&oacute; chi\u1ec1u d&agrave;i 4m, chi\u1ec1u r\u1ed9ng 1m v&agrave; chi\u1ec1u cao 2,5m. Ng\u01b0\u1eddi th\u1ee3 c\u1ea7n bao nhi&ecirc;u ki-l&ocirc;-gam s\u01a1n \u0111\u1ec3 \u0111\u1ee7 s\u01a1n hai m\u1eb7t (m\u1eb7t trong v&agrave; m\u1eb7t ngo&agrave;i)&nbsp;c\u1ee7a chi\u1ebfc th&ugrave;ng \u0111&oacute; ? Bi\u1ebft r\u1eb1ng m\u1ed7i ki-l&ocirc;-gam s\u01a1n th&igrave;&nbsp;s\u01a1n \u0111\u01b0\u1ee3c 6m<sup>2<\/sup>&nbsp;m\u1eb7t th&ugrave;ng.&nbsp;<\/p>","options":["<strong>A. <\/strong>10 kg","<strong>B.<\/strong> 11 kg","<strong>C.<\/strong> 12 kg","<strong>D.<\/strong> 13 kg"],"correct":"2","level":"2","hint":"","answer":"<p>Di\u1ec7n t&iacute;ch xung quanh c\u1ee7a th&ugrave;ng l&agrave;<\/p><p>2 . (4 + 1) . 2,5 = 25 m&sup2;<\/p><p>Di\u1ec7n t&iacute;ch \u0111&aacute;y v&agrave; n\u1eafp th&ugrave;ng l&agrave;<\/p><p>2 . 4 . 1 = 8 m&sup2;<\/p><p>Di\u1ec7n t&iacute;ch to&agrave;n ph\u1ea7n c\u1ee7a th&ugrave;ng l&agrave;&nbsp;<\/p><p>25 + 8 = 33 m&sup2;<\/p><p>T\u1ed5ng di\u1ec7n t&iacute;ch b\u1ec1 m\u1eb7t c\u1ea7n s\u01a1n l&agrave;<\/p><p>2 . 33 = 66 m&sup2;<\/p><p>S\u1ed1 ki-l&ocirc;-gam s\u01a1n c\u1ea7n d&ugrave;ng l&agrave;<\/p><p>66 : 6 = 11 kg<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp; &nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 11 kg<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-21 07:29:49","option_type":"txt","len":0},{"id":"8071","post_id":"5855","mon_id":"1158532","chapter_id":"1158663","question":"<p>M\u1ed9t c\u1eeda h&agrave;ng&nbsp;nh\u1ecf&nbsp;c\u1ea7n d&ugrave;ng 10 000 chi\u1ebfc h\u1ed9p b\u1eb1ng b&igrave;a c\u1ee9ng \u0111\u1ec3 \u0111\u1ef1ng b&aacute;nh. H\u1ed9p c&oacute; \u0111&aacute;y l&agrave; m\u1ed9t h&igrave;nh vu&ocirc;ng c\u1ea1nh 20cm v&agrave; cao 5cm. H\u1ecfi c\u1ea7n bao nhi&ecirc;u m&eacute;t vu&ocirc;ng b&igrave;a \u0111\u1ec3 l&agrave;m \u0111\u1ee7 s\u1ed1 h\u1ed9p k\u1ec3 tr&ecirc;n, bi\u1ebft r\u1eb1ng c&aacute;c m&eacute;p g\u1ea5p d&aacute;n h\u1ed9p chi\u1ebfm kho\u1ea3ng&nbsp;<span class=\"math-tex\">$\\dfrac{8}{100}$<\/span> di\u1ec7n t&iacute;ch h\u1ed9p?<\/p>","options":["<strong>A.<\/strong> 1296 m&sup2;","<strong>B. <\/strong>129 600 m&sup2;","<strong>C.<\/strong> 1 296 000 m&sup2;","<strong>D. <\/strong>12 960 m&sup2;"],"correct":"1","level":"2","hint":"","answer":"<p>Di\u1ec7n t&iacute;ch to&agrave;n ph\u1ea7n c\u1ee7a h\u1ed9p b&aacute;nh l&agrave;<\/p><p>2 . (20 + 20) . 5 + 2 . 20 . 20 = 1200 cm&sup2;<\/p><p>Di\u1ec7n t&iacute;ch m&eacute;p c\u1ee7a h\u1ed9p b&aacute;nh l&agrave;<\/p><p><span class=\"math-tex\">$\\dfrac{8}{100}$<\/span>&nbsp;. 1200 = 96 cm&sup2;<\/p><p>Di\u1ec7n t&iacute;ch b&igrave;a c\u1ea7n d&ugrave;ng \u0111\u1ec3 l&agrave;m m\u1ed9t h\u1ed9p b&aacute;nh l&agrave;<\/p><p>1200 + 96 = 1296 cm&sup2;<\/p><p>Di\u1ec7n t&iacute;ch b&igrave;a c\u1ea7n d&ugrave;ng \u0111\u1ec3 l&agrave;m 10 000 h\u1ed9p b&aacute;nh l&agrave;<\/p><p>10 000 . 1296 = 12 960&nbsp;000&nbsp;cm&sup2; = 1296&nbsp;m&sup2;<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong> 1296 m&sup2;<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-21 08:27:32","option_type":"txt","len":2}]}
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