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\" y=\"3.49998\"><\/image> <\/g> <\/svg><\/span><\/p>","options":[["G&oacute;c l&agrave; h&igrave;nh g\u1ed3m","G\u1ed1c chung c\u1ee7a hai tia l&agrave;","Hai tia l&agrave;"],["hai c\u1ea1nh c\u1ee7a g&oacute;c.","hai tia chung g\u1ed1c.","\u0111\u1ec9nh c\u1ee7a g&oacute;c."],["hai tia chung g\u1ed1c.","\u0111\u1ec9nh c\u1ee7a g&oacute;c.","hai c\u1ea1nh c\u1ee7a g&oacute;c."]],"correct":[2,0,1],"level":"1","hint":"<p>D\u1ef1a v&agrave;o \u0111\u1ecbnh ngh\u0129a c\u1ee7a g&oacute;c \u0111\u1ec3 tr\u1ea3 l\u1eddi.<\/p>","answer":"<p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:&nbsp;<\/p><p><span style=\"color:#16a085;\"><strong>G&oacute;c&nbsp;l&agrave; h&igrave;nh g\u1ed3m hai tia chung g\u1ed1c.<\/strong><\/span><\/p><p><span style=\"color:#16a085;\"><strong>G\u1ed1c chung c\u1ee7a hai tia l&agrave; \u0111\u1ec9nh&nbsp;c\u1ee7a g&oacute;c.<\/strong><\/span><\/p><p><span style=\"color:#16a085;\"><strong>Hai tia l&agrave; hai c\u1ea1nh&nbsp;c\u1ee7a g&oacute;c.<\/strong><\/span><\/p>","type":"matching","extra_type":"mat_txt","time":"0","user_id":"131","test":"3","date":"2021-09-07 00:48:14"},{"id":"7318","post_id":"4669","mon_id":"1158113","chapter_id":"1158164","question":"<p>G&oacute;c xOy g\u1ed3m hai tia chung g\u1ed1c<\/p><p><span class=\"svgedit\"><svg height=\"100\" width=\"160\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"162\" 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><line fill=\"none\" id=\"svg_1\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"120.9\" x2=\"17.9\" y1=\"7.85\" y2=\"62.85\"><\/line> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"18.9\" x2=\"150.9\" y1=\"62.85\" y2=\"63.85\"><\/line> <ellipse cx=\"19.9\" cy=\"62.85\" fill=\"#ff0000\" id=\"svg_3\" rx=\"4\" ry=\"4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"111.9\" xml:space=\"preserve\" y=\"24.85\">x<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_5\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"18.9\" xml:space=\"preserve\" y=\"80.85\">O<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"140.9\" xml:space=\"preserve\" y=\"79.85\">y<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> Ox v&agrave; yO","<strong>B.<\/strong> Ox v&agrave; Oy","<strong>C.<\/strong> xO v&agrave; yO"],"correct":"2","level":"1","hint":"","answer":"<p>G&oacute;c xOy g\u1ed3m hai tia chung g\u1ed1c <strong>Ox&nbsp;v&agrave; Oy.<\/strong><\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;<strong> <span style=\"color:#16a085;\">B.&nbsp;Ox v&agrave; Oy<\/span><\/strong><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2021-09-07 01:11:42","option_type":"txt","len":2},{"id":"7320","post_id":"4669","mon_id":"1158113","chapter_id":"1158164","question":"<p>Cho g&oacute;c xOt. N&ecirc;u t&ecirc;n \u0111\u1ec9nh v&agrave; c&aacute;c&nbsp;c\u1ea1nh c\u1ee7a g&oacute;c xOt.<\/p><p><span class=\"svgedit\"><svg height=\"90\" width=\"160\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"92\" id=\"canvas_background\" width=\"162\" 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><line fill=\"none\" id=\"svg_1\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"11.9\" x2=\"111\" y1=\"66.85\" y2=\"66.85\"><\/line> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"140.9\" x2=\"110.9\" y1=\"6.85\" y2=\"66.85\"><\/line> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"15.9\" xml:space=\"preserve\" y=\"59.85\">x<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"144.9\" xml:space=\"preserve\" y=\"19.85\">t<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_5\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"119.9\" xml:space=\"preserve\" y=\"76.85\">O<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> \u0110\u1ec9nh O, c\u1ea1nh Ox v&agrave; Ot","<strong>B.<\/strong> \u0110\u1ec9nh O, c\u1ea1nh Ox v&agrave; Oy","<strong>C.<\/strong> \u0110\u1ec9nh A, c\u1ea1nh Ox v&agrave; Ot"],"correct":"1","level":"1","hint":"","answer":"<p>G&oacute;c xOt c&oacute; <strong>\u0111\u1ec9nh O v&agrave; c&aacute;c c\u1ea1nh l&agrave; Ox v&agrave; Ot<\/strong>.<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;<span style=\"color:#16a085;\"><strong>&nbsp;A.&nbsp;\u0110\u1ec9nh O, c\u1ea1nh Ox v&agrave; Ot<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2021-09-07 01:16:20","option_type":"txt","len":2}]}
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