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{"common":{"save":0,"post_id":"4464","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"6109","post_id":"4464","mon_id":"1158113","chapter_id":"1158128","question":"<p>T&igrave;m c&aacute;c ch\u1eef s\u1ed1 thay v&agrave;o d\u1ea5u * (bi\u1ebft ch\u1eef s\u1ed1 c\u1ea7n t&igrave;m l&agrave; s\u1ed1 nguy&ecirc;n)<\/p><p><span class=\"math-tex\">$(-395) + \\overline{1**} = -248$<\/span><\/p><div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/xe-co\/may-cay.png\" \/><\/div><p><span style=\"color:#2980b9;\">\u0110&aacute;p &aacute;n l&agrave;:&nbsp;<span class=\"math-tex\">$\\overline{1**}$<\/span>&nbsp; = 1&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/span><\/p>","options":"","correct":["[\"47\"]"],"level":"3","hint":"<p>\u0110\u1eb7t <span class=\"math-tex\">$\\overline{1**}$<\/span>&nbsp; l&agrave; m\u1ed9t&nbsp;s\u1ed1 c\u1ea7n t&igrave;m&nbsp;x, r\u1ed3i \u0111\u01b0a v\u1ec1 b&agrave;i to&aacute;n t&igrave;m x bi\u1ebft (-395) + x = -248<\/p><p>Sau khi t&igrave;m \u0111\u01b0\u1ee3c x , con s\u1ebd thay \u0111\u01b0\u1ee3c ch\u1eef s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o d\u1ea5u&nbsp;*<\/p>","answer":"<p>\u0110\u1eb7t <span class=\"math-tex\">$\\overline{1**}$<\/span>&nbsp; l&agrave; m\u1ed9t&nbsp;s\u1ed1 c\u1ea7n t&igrave;m&nbsp;x, r\u1ed3i \u0111\u01b0a v\u1ec1 b&agrave;i to&aacute;n t&igrave;m x, bi\u1ebft:<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;(-395) + x = -248<\/p><p>suy ra&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp; &nbsp;x = (-248) - (-395)<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;= (-248) + 395<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;= 395 - 248<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;=&nbsp; &nbsp; 147<\/p><p>V\u1edbi x = 147 ta c&oacute;:&nbsp;&nbsp;<span class=\"math-tex\">$\\overline{1**}$<\/span>&nbsp;= <strong>147<\/strong>.<\/p><p>V\u1eady&nbsp;s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng&nbsp;l&agrave; <strong><span style=\"color:#16a085;\">47<\/span><\/strong><\/p>","type":"blank","extra_type":"","time":"0","user_id":"132","test":"3","date":"2021-08-21 02:58:36"},{"id":"6113","post_id":"4464","mon_id":"1158113","chapter_id":"1158128","question":"<p>M\u1ed9t chi\u1ebfc m&aacute;y&nbsp;th\u0103m d&ograve; \u0111&aacute;y bi\u1ec3n&nbsp;ng&agrave;y&nbsp;h&ocirc;m tr\u01b0\u1edbc ho\u1ea1t \u0111\u1ed9ng \u1edf \u0111\u1ed9 cao -987m. Ng&agrave;y h&ocirc;m sau ng\u01b0\u1eddi ta cho m&aacute;y&nbsp;n\u1ed5i l&ecirc;n 59m so v\u1edbi h&ocirc;m tr\u01b0\u1edbc. H\u1ecfi ng&agrave;y h&ocirc;m sau m&aacute;y th\u0103m d&ograve; \u0111&aacute;y bi\u1ec3n&nbsp;ho\u1ea1t \u0111\u1ed9ng \u1edf \u0111\u1ed9 cao bao nhi&ecirc;u m&eacute;t?<\/p><p><span class=\"svgedit\"><svg height=\"200\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"202\" id=\"canvas_background\" width=\"302\" 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>&lt;title&gt;&lt;\/title><image height=\"254.13399\" id=\"svg_1\" stroke=\"null\" width=\"282.99999\" x=\"16\" 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\" y=\"2.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 928 m","<strong>B. <\/strong>- 928 m","<strong>C.<\/strong> -1046 m ","<strong>D. <\/strong>1046 m"],"correct":"2","level":"3","hint":"<p>M&aacute;y n\u1ed5i l&ecirc;n 59m&nbsp;so v\u1edbi h&ocirc;m tr\u01b0\u1edbc t\u1ee9c l&agrave; ta s\u1ebd l\u1ea5y \u0111\u1ed9 cao c\u1ee7a ng&agrave;y h&ocirc;m tr\u01b0\u1edbc&nbsp;c\u1ed9ng v\u1edbi 59m.<\/p>","answer":"<p>M&aacute;y n\u1ed5i l&ecirc;n 59m&nbsp;so v\u1edbi h&ocirc;m tr\u01b0\u1edbc&nbsp;th&igrave;&nbsp;\u0111\u1ed9 cao c\u1ee7a m&aacute;y&nbsp;ng&agrave;y h&ocirc;m sau l&agrave;:<\/p><p>(-987) + 59 = - (987 - 59) = -928 (m)<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:&nbsp;<strong><span style=\"color:#16a085;\">B. - 928 m<\/span><\/strong><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"132","test":"3","date":"2021-08-21 03:32:41","option_type":"txt","len":0},{"id":"6115","post_id":"4464","mon_id":"1158113","chapter_id":"1158128","question":"<p><span style=\"color:#2980b9;\">\u0110i\u1ec1n s\u1ed1 th&iacute;ch h\u1ee3p v&agrave;o ch\u1ed7 tr\u1ed1ng: (T&igrave;m x tr\u01b0\u1edbc)<\/span><\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 400px;\"><tbody> <tr> <td>x<\/td> <td>-102<\/td> <td>&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/td> <\/tr> <tr> <td>y<\/td> <td>708<\/td> <td>210<\/td> <\/tr> <tr> <td>x&nbsp; - y<\/td> <td>&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/td> <td>-1570<\/td> <\/tr><\/tbody><\/table>","options":"","correct":["[\"-1360\",\"-810\"]"],"level":"3","hint":"<p>\u1ede &ocirc; tr\u1ed1ng&nbsp;th\u1ee9 nh\u1ea5t l&agrave;&nbsp;t&igrave;m x khi bi\u1ebft x - 210 = -1570.<\/p><p>\u1ede &ocirc; tr\u1ed1ng&nbsp;th\u1ee9 hai&nbsp;l&agrave;&nbsp;thay gi&aacute; tr\u1ecb c\u1ee7a x = -102 v&agrave; y = 708 v&agrave;o bi\u1ec3u th\u1ee9c x - y.<\/p>","answer":"<p><span style=\"color:#8e44ad;\">&Ocirc; tr\u1ed1ng&nbsp;th\u1ee9 nh\u1ea5t <\/span>l&agrave;&nbsp;t&igrave;m x khi bi\u1ebft x - 210 = -1570.<\/p><p>Ta c&oacute;:&nbsp;x - 210 = -1570<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;x&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp;= (-1570) + 210<\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;x&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;= <strong>-1360<\/strong><\/p><p><span style=\"color:#8e44ad;\">&Ocirc; tr\u1ed1ng&nbsp;th\u1ee9 hai<\/span>&nbsp;l&agrave; thay gi&aacute; tr\u1ecb c\u1ee7a x = -102 v&agrave; y = 708 v&agrave;o bi\u1ec3u th\u1ee9c x - y.<\/p><p>Ta c&oacute;: x - y = (-102) - 708 =&nbsp;(-102) +&nbsp;(-708) =<strong> -810<\/strong>.<\/p><p>V\u1eady c&aacute;c s\u1ed1 l\u1ea7n l\u01b0\u1ee3t t\u1eeb tr&aacute;i sang ph\u1ea3i&nbsp;\u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave;:&nbsp;<span style=\"color:#16a085;\"><strong>-1360<\/strong><\/span>&nbsp; v&agrave;&nbsp;&nbsp;<span style=\"color:#16a085;\"><strong>-810<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"132","test":"3","date":"2021-08-21 03:54:28"}]}
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