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\" y=\"-5.00001\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<span class=\"math-tex\">$100,6^0F$<\/span>","<span class=\"math-tex\">$98,6^0F$<\/span>","<span class=\"math-tex\">$37^0F$<\/span>","<span class=\"math-tex\">$100^0F$<\/span>"],"correct":"2","level":"3","hint":"","answer":"<p>&Aacute;p d\u1ee5ng c&ocirc;ng th\u1ee9c \u0111\u1ed5i \u0111\u01a1n v\u1ecb:&nbsp;<\/p><p>&nbsp;t(F) = t(C) x 1,8 + 32<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; =&nbsp;<span class=\"math-tex\">$37^0C$<\/span>&nbsp; x 1,8 + 32<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; =&nbsp;<span class=\"math-tex\">$98,6^0F$<\/span><\/p><p>\u0110&aacute; &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><span class=\"math-tex\">$98,6^0F$<\/span><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"139","test":"1","date":"2021-10-15 23:46:09","option_type":"math","len":0},{"id":"9436","post_id":"4938","mon_id":"1158149","chapter_id":"1158153","question":"<p>Thang nhi\u1ec7t \u0111\u1ed9 Xen-xi-&uacute;t&nbsp;c\u1ea7n ph\u1ea3i d&ugrave;ng 2 nhi\u1ec7t \u0111\u1ed9 c\u1ed1&nbsp;\u0111\u1ecbnh \u0111\u1ec3 l&agrave;m g&igrave;?<\/p>","options":["<strong>A<\/strong>. \u0110\u1ec3 tr&igrave;nh b&agrave;y c&acirc;n \u0111\u1ed1i, \u0111\u1eb9p m\u1eaft","<strong>B<\/strong>. \u0110\u1ec3 nh&igrave;n th\u1ea5y d\u1ec5 d&agrave;ng","<strong>C<\/strong>. \u0110\u1ec3 l&agrave;m ti&ecirc;u chu\u1ea9n"],"correct":"3","level":"3","hint":"","answer":"<p>Thang nhi\u1ec7t \u0111\u1ed9 Xen-xi-&uacute;t&nbsp;d&ugrave;ng 2&nbsp;nhi\u1ec7t \u0111\u1ed9 c\u1ed1 \u0111\u1ecbnh l&agrave; nhi\u1ec7t \u0111\u1ed9 c\u1ee7a n\u01b0\u1edbc \u0111&aacute; \u0111ang tan v&agrave; nhi\u1ec7t \u0111\u1ed9 c\u1ee7a n\u01b0\u1edbc \u0111ang s&ocirc;i.&nbsp; C\u1ea7n d&ugrave;ng 2&nbsp;nhi\u1ec7t \u0111\u1ed9 c\u1ed1 \u0111\u1ecbnh n&agrave;y \u0111\u1ec3 l&agrave;m ti&ecirc;u chu\u1ea9n.<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:&nbsp;<span style=\"color:#16a085;\"><strong>C. \u0110\u1ec3 l&agrave;m ti&ecirc;u chu\u1ea9n<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"139","test":"1","date":"2021-10-15 23:51:10","option_type":"txt","len":3}]}
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