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HomeLớp 3Toán lớp 3 - Sách Kết nối tri thứcBài 80: Ôn tập bảng số liệu, khả năng xảy ra của một sự kiệnBài tập nâng cao
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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["31","30","28","12"],"correct":"2","level":"3","hint":"","answer":"<p>V&igrave; th&aacute;ng 6 c&oacute; 30 ng&agrave;y: ng&agrave;y 1, ng&agrave;y 2, ..., ng&agrave;y 29, ng&agrave;y 30 n&ecirc;n m\u1eb9 Mai c&oacute; th\u1ec3&nbsp;ch\u1ecdn m\u1ed9t trong 30 ng&agrave;y \u0111&oacute; \u0111\u1ec3 v\u1ec1 th\u0103m nh&agrave; ngo\u1ea1i. V\u1eady c&oacute; <span style=\"color:#16a085;\"><strong>30 <\/strong><\/span>kh\u1ea3 n\u0103ng c&oacute; th\u1ec3 x\u1ea3y ra.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <strong><span style=\"color:#16a085;\">b&ocirc;ng hoa ch\u1ee9a s\u1ed1 30<\/span><\/strong>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-06-28 09:25:30","option_type":"number","len":0},{"id":"1989","post_id":"5936","mon_id":"1158530","chapter_id":"1158711","question":"<p>Cho b\u1ea3ng s\u1ed1 li\u1ec7u v\u1ec1 s\u1ed1 h\u1ecdc sinh \u0111&atilde; \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o m\u1ed7i bu\u1ed5i&nbsp;s&aacute;ng v&agrave; bu\u1ed5i chi\u1ec1u trong m\u1ed9t tu\u1ea7n h\u1ecdc.<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 500px;\"><tbody> <tr> <td>&nbsp;<\/td> <td><strong>Th\u1ee9 2<\/strong><\/td> <td><strong>Th\u1ee9 3<\/strong><\/td> <td><strong>Th\u1ee9 4<\/strong><\/td> <td><strong>Th\u1ee9 5<\/strong><\/td> <td><strong>Th\u1ee9 6<\/strong><\/td> <\/tr> <tr> <td><strong>S&aacute;ng<\/strong><\/td> <td>60<\/td> <td>40<\/td> <td>50<\/td> <td>55<\/td> <td>35<\/td> <\/tr> <tr> <td><strong>Chi\u1ec1u<\/strong><\/td> <td>40<\/td> <td>50<\/td> <td>55<\/td> <td>60<\/td> <td>35<\/td> <\/tr><\/tbody><\/table><p>D\u1ef1a v&agrave;o b\u1ea3ng, cho bi\u1ebft th\u1ee9 m\u1ea5y c&oacute; s\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n nhi\u1ec1u nh\u1ea5t?<\/p>","options":["<strong>A.<\/strong> Th\u1ee9 2","<strong>B.<\/strong> Th\u1ee9 4","<strong>C.<\/strong> Th\u1ee9 5","<strong>D.<\/strong> Th\u1ee9 6"],"correct":"3","level":"3","hint":"","answer":"<p>S\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o th\u1ee9 2 l&agrave;: 60 + 40 = 100 (h\u1ecdc sinh)<\/p><p>S\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o th\u1ee9 3 l&agrave;: 40 + 50 = 90 (h\u1ecdc sinh)<\/p><p>S\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o th\u1ee9 4 l&agrave;: 50&nbsp;+ 55 = 105 (h\u1ecdc sinh)<\/p><p><span style=\"color:#16a085;\">S\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o th\u1ee9 5 l&agrave;: 55 + 60 = 115 (h\u1ecdc sinh)<\/span><\/p><p>S\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o th\u1ee9 6 l&agrave;: 35 + 35 = 70 (h\u1ecdc sinh)<\/p><p>V&igrave; <span style=\"color:#16a085;\">115 <\/span>&gt; 105 &gt; 100 &gt; 90 &gt; 70 n&ecirc;n th\u1ee9 5 c&oacute; s\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n nhi&ecirc;u nh\u1ea5t.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;Th\u1ee9 5<\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"1","date":"2022-06-28 09:36:59","option_type":"txt","len":0},{"id":"1990","post_id":"5936","mon_id":"1158530","chapter_id":"1158711","question":"<p>Cho b\u1ea3ng s\u1ed1 li\u1ec7u v\u1ec1 s\u1ed1 h\u1ecdc sinh \u0111&atilde; \u0111\u1ebfn th\u01b0 vi\u1ec7n v&agrave;o m\u1ed7i bu\u1ed5i&nbsp;s&aacute;ng v&agrave; bu\u1ed5i chi\u1ec1u trong m\u1ed9t tu\u1ea7n h\u1ecdc.<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\" style=\"width: 550px;\"><tbody> <tr> <td>&nbsp;<\/td> <td><strong>Th\u1ee9 2<\/strong><\/td> <td><strong>Th\u1ee9 3<\/strong><\/td> <td><strong>Th\u1ee9 4<\/strong><\/td> <td><strong>Th\u1ee9 5<\/strong><\/td> <td><strong>Th\u1ee9 6<\/strong><\/td> <\/tr> <tr> <td><strong>S&aacute;ng<\/strong><\/td> <td>60<\/td> <td>40<\/td> <td>50<\/td> <td>55<\/td> <td>35<\/td> <\/tr> <tr> <td><strong>Chi\u1ec1u<\/strong><\/td> <td>40<\/td> <td>50<\/td> <td>55<\/td> <td>60<\/td> <td>35<\/td> <\/tr><\/tbody><\/table><p>D\u1ef1a v&agrave;o b\u1ea3ng, cho bi\u1ebft bu\u1ed5i s&aacute;ng th\u1ee9 m\u1ea5y c&oacute; s\u1ed1 h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n &iacute;t nh\u1ea5t?<\/p>","options":["<strong>A.<\/strong> S&aacute;ng th\u1ee9 2","<strong>B.<\/strong> S&aacute;ng th\u1ee9 4","<strong>C.<\/strong> S&aacute;ng th\u1ee9 5","<strong>D.<\/strong> S&aacute;ng th\u1ee9 6"],"correct":"4","level":"3","hint":"","answer":"<p>D\u1ef1a v&agrave;o b\u1ea3ng ta th\u1ea5y s&aacute;ng th\u1ee9 6 c&oacute; &iacute;t h\u1ecdc sinh \u0111\u1ebfn th\u01b0 vi\u1ec7n nh\u1ea5t (35 h\u1ecdc sinh)<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;S&aacute;ng th\u1ee9 6<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-06-28 09:39:45","option_type":"txt","len":2}]}
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