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HomeLớp 3Toán lớp 3 - Sách Kết nối tri thứcBài 73: Thu thập, phân loại, ghi chép số liệu. Bảng số liệuBài tập nâng cao
{"common":{"save":0,"post_id":"5978","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1851","post_id":"5978","mon_id":"1158530","chapter_id":"1158708","question":"<p>Trong chuy\u1ebfn \u0111i Sa Pa 3 ngày, b\u1ed1 b\u1ea1n Hà \u0111ã ghi l\u1ea1i nhi\u1ec7t \u0111\u1ed9 ngoài tr\u1eddi lúc th\u1ea5p nh\u1ea5t và cao nh\u1ea5t trong 3 ngày liên ti\u1ebfp nh\u01b0 sau:<\/p><p><strong>-<\/strong><span style=\"color:#2980b9;\"> Ngày th\u1ee9 nh\u1ea5t: t\u1eeb 8°C<strong> <\/strong>\u0111\u1ebfn 16°C<\/span><\/p><p><span style=\"color:#2980b9;\"><strong>-<\/strong> Ngày th\u1ee9 hai: t\u1eeb 9°C \u0111\u1ebfn 17°C<\/span><\/p><p><span style=\"color:#2980b9;\"><strong>- <\/strong>Ngày th\u1ee9 ba: t\u1eeb 7°C \u0111\u1ebfn 15°C<\/span><\/p><p>D\u1ef1a vào thông tin ghi chép c\u1ee7a b\u1ed1, hãy hoàn thành b\u1ea3ng s\u1ed1 li\u1ec7u nhi\u1ec7t \u0111\u1ed9 d\u01b0\u1edbi \u0111ây giúp b\u1ea1n Hà:<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"height: 100px; width: 650px;\"><tbody> <tr> <td> <\/td> <td>Ngày th\u1ee9 nh\u1ea5t<\/td> <td>Ngày th\u1ee9 hai<\/td> <td>Ngày th\u1ee9 ba<\/td> <\/tr> <tr> <td>Nhi\u1ec7t \u0111\u1ed9 cao nh\u1ea5t<\/td> <td><strong>16°C<\/strong><\/td> <td><strong><input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> °C<\/strong><\/td> <td><strong>15°C<\/strong><\/td> <\/tr> <tr> <td>Nhi\u1ec7t \u0111\u1ed9 th\u1ea5p nh\u1ea5t<\/td> <td><strong><input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> °C<\/strong><\/td> <td><strong>9°C<\/strong><\/td> <td><strong>7°C<\/strong><\/td> <\/tr><\/tbody><\/table>","options":"","correct":["[\"17\",\"8\"]"],"level":"3","hint":"","answer":"<p>D\u1ef1a vào thông tin trên ta th\u1ea5y:<\/p><p>Nhi\u1ec7t \u0111\u1ed9 cao nh\u1ea5t c\u1ee7a ngày th\u1ee9 hai là<strong> <span style=\"color:#16a085;\">17°C<\/span><\/strong><\/p><p>Nhi\u1ec7t \u0111\u1ed9 th\u1ea5p nh\u1ea5t c\u1ee7a ngày th\u1ee9 nh\u1ea5t là <strong><span style=\"color:#16a085;\">8°C<\/span><\/strong><\/p><p>Các s\u1ed1 c\u1ea7n \u0111i\u1ec1n l\u1ea7n l\u01b0\u1ee3t là <span style=\"color:#16a085;\"><strong>17<\/strong><\/span> và <span style=\"color:#16a085;\"><strong>8<\/strong><\/span> (\u0111i\u1ec1n theo th\u1ee9 t\u1ef1 t\u1eeb trên xu\u1ed1ng d\u01b0\u1edbi).<span style=\"color:#16a085;\"><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2022-06-26 08:53:01"},{"id":"1852","post_id":"5978","mon_id":"1158530","chapter_id":"1158708","question":"<p>Trong chuy\u1ebfn \u0111i Sa Pa 3 ngày, b\u1ed1 b\u1ea1n Hà \u0111ã ghi l\u1ea1i nhi\u1ec7t \u0111\u1ed9 ngoài tr\u1eddi lúc th\u1ea5p nh\u1ea5t và cao nh\u1ea5t trong 3 ngày liên ti\u1ebfp nh\u01b0 sau:<\/p><p><span style=\"color:#2980b9;\"><strong>-<\/strong> Ngày th\u1ee9 nh\u1ea5t: t\u1eeb 8°C<strong> <\/strong>\u0111\u1ebfn 16°C<\/span><\/p><p><span style=\"color:#2980b9;\"><strong>-<\/strong> Ngày th\u1ee9 hai: t\u1eeb 9°C \u0111\u1ebfn 17°C<\/span><\/p><p><span style=\"color:#2980b9;\"><strong>- <\/strong>Ngày th\u1ee9 ba: t\u1eeb 7°C \u0111\u1ebfn 15°C<\/span><\/p><p>D\u1ef1a vào thông tin ghi chép c\u1ee7a b\u1ed1, hãy hoàn thành b\u1ea3ng s\u1ed1 li\u1ec7u nhi\u1ec7t \u0111\u1ed9 d\u01b0\u1edbi \u0111ây giúp b\u1ea1n Hà:<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\"><tbody> <tr> <td> <\/td> <td>Ngày th\u1ee9 nh\u1ea5t<\/td> <td>Ngày th\u1ee9 hai<\/td> <td>Ngày th\u1ee9 ba<\/td> <\/tr> <tr> <td>Nhi\u1ec7t \u0111\u1ed9 cao nh\u1ea5t<\/td> <td><strong>16°C<\/strong><\/td> <td><strong> 17°C<\/strong><\/td> <td><strong><input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/>°C<\/strong><\/td> <\/tr> <tr> <td>Nhi\u1ec7t \u0111\u1ed9 th\u1ea5p nh\u1ea5t<\/td> <td><strong>8°C<\/strong><\/td> <td><strong><input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> °C<\/strong><\/td> <td><strong>7°C<\/strong><\/td> <\/tr><\/tbody><\/table>","options":"","correct":["[\"15\",\"9\"]"],"level":"3","hint":"","answer":"<p>D\u1ef1a vào thông tin trên ta th\u1ea5y<\/p><p>Nhi\u1ec7t \u0111\u1ed9 cao nh\u1ea5t c\u1ee7a ngày th\u1ee9 ba là <strong>15°C<\/strong><\/p><p>Nhi\u1ec7t \u0111\u1ed9 th\u1ea5p nh\u1ea5t c\u1ee7a ngày th\u1ee9 hai là <strong>9°C<\/strong><\/p><p>Các s\u1ed1 c\u1ea7n \u0111i\u1ec1n l\u1ea7n l\u01b0\u1ee3t là <span style=\"color:#16a085;\"><strong>15<\/strong> <\/span>và<span style=\"color:#16a085;\"><strong> 9<\/strong><\/span><span style=\"color:#16a085;\"><strong> <\/strong><\/span>(\u0111i\u1ec1n theo th\u1ee9 t\u1ef1 t\u1eeb trên xu\u1ed1ng d\u01b0\u1edbi)<span style=\"color:#16a085;\"><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2022-06-26 08:57:37"},{"id":"1854","post_id":"5978","mon_id":"1158530","chapter_id":"1158708","question":"<p>M\u1ed9t c\u1eeda hàng bán \u0111\u01b0\u1ee3c s\u1ed1 l\u01b0\u1ee3ng áo và qu\u1ea7n trong ba ngày nh\u01b0 sau<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"height: 100px; width: 300px;\"><tbody> <tr> <td> <\/td> <td>Ngày 1<\/td> <td>Ngày 2<\/td> <td>Ngày 3<\/td> <\/tr> <tr> <td>S\u1ed1 áo (cái)<\/td> <td>45<\/td> <td>47<\/td> <td>52<\/td> <\/tr> <tr> <td>S\u1ed1 qu\u1ea7n (cái)<\/td> <td>42<\/td> <td>50<\/td> <td>51<\/td> <\/tr><\/tbody><\/table><p>Tính s\u1ed1 áo trong 3 ngày mà c\u1eeda hàng bán \u0111\u01b0\u1ee3c?<\/p><p><span class=\"svgedit\"><svg height=\"147\" width=\"262\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"149\" id=\"canvas_background\" width=\"264\" 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><title><\/title><image height=\"163.2\" id=\"svg_1\" stroke=\"null\" 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\" y=\"-11.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["144","142","143","145"],"correct":"1","level":"3","hint":"","answer":"<p>S\u1ed1 áo mà c\u1eeda hàng bán \u0111\u01b0\u1ee3c trong 3 ngày là<\/p><p>45 + 47 + 52 = 144 (cái)<\/p><p>\u0110áp s\u1ed1: 144 cái áo.<\/p><p>\u0110áp án \u0111úng là <span style=\"color:#16a085;\"><strong>144<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-06-26 09:05:49","option_type":"number","len":0}]}