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HomeLớp 5Toán lớp 5 - Sách Kết nối tri thứcBài 67. Luyện tập chung: Một số yếu tố thống kê và xác suấtBài tập nâng cao
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y=\"1\"><\/image> <ellipse cx=\"164.31536\" cy=\"164\" fill=\"none\" id=\"svg_2\" rx=\"127.50001\" ry=\"128\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/svg><\/span><\/p><p>Lo\u1ea1i xe n&agrave;o nhi\u1ec1u nh\u1ea5t?<\/p>","options":["<strong>A.<\/strong> Xe m&aacute;y","<strong>B.<\/strong> Xe \u0111\u1ea1p","<strong>C.<\/strong> Xe \u0111\u1ea1p \u0111i\u1ec7n","<strong>D.<\/strong> &Ocirc; t&ocirc;"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong> Xe m&aacute;y.<\/span><\/p><p>Xe m&aacute;y nhi\u1ec1u nh\u1ea5t.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-04-27 15:21:56","option_type":"txt","len":2},{"id":"5020","post_id":"9077","mon_id":"1159414","chapter_id":"1159499","question":"<p>Bi&ecirc;\u0309u \u0111&ocirc;\u0300 d\u01b0\u01a1\u0301i \u0111&acirc;y cho bi&ecirc;\u0301t ti\u0309 s&ocirc;\u0301 ph&acirc;\u0300n tr\u0103m ca\u0301c loa\u0323i xe \u0111ang g\u01b0\u0309i trong ba\u0303i \u0111&ocirc;\u0303 xe.<\/p><p><span class=\"svgedit\"><svg height=\"294\" width=\"331\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"296\" id=\"canvas_background\" width=\"333\" 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=\"292\" id=\"svg_1\" width=\"329\" x=\"0.5\" 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y=\"1\"><\/image> <ellipse cx=\"164.31536\" cy=\"164\" fill=\"none\" id=\"svg_2\" rx=\"127.50001\" ry=\"128\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/svg><\/span><\/p><p>Lo\u1ea1i xe n&agrave;o &iacute;t nh\u1ea5t?<\/p>","options":["<strong>A.<\/strong> Xe m&aacute;y","<strong>B.<\/strong> Xe \u0111\u1ea1p","<strong>C.<\/strong> Xe \u0111\u1ea1p \u0111i\u1ec7n","<strong>D.<\/strong> &Ocirc; t&ocirc;"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong> &Ocirc; t&ocirc;.<\/span><\/p><p>&Ocirc; t&ocirc; &iacute;t nh\u1ea5t.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-04-27 15:22:25","option_type":"txt","len":2},{"id":"5021","post_id":"9077","mon_id":"1159414","chapter_id":"1159499","question":"<p>Bi&ecirc;\u0309u \u0111&ocirc;\u0300 d\u01b0\u01a1\u0301i \u0111&acirc;y cho bi&ecirc;\u0301t ti\u0309 s&ocirc;\u0301 ph&acirc;\u0300n tr\u0103m ca\u0301c loa\u0323i xe \u0111ang g\u01b0\u0309i trong ba\u0303i \u0111&ocirc;\u0303 xe.<\/p><p><span class=\"svgedit\"><svg height=\"294\" width=\"331\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"296\" id=\"canvas_background\" width=\"333\" 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=\"292\" id=\"svg_1\" width=\"329\" x=\"0.5\" 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\" y=\"1\"><\/image> <ellipse cx=\"164.31536\" cy=\"164\" fill=\"none\" id=\"svg_2\" rx=\"127.50001\" ry=\"128\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <\/g> <\/svg><\/span><\/p><p>Bi\u1ebft trong b&atilde;i c&oacute; 320 chi\u1ebfc xe, t&iacute;nh s\u1ed1 xe \u0111\u1ea1p.<\/p>","options":["<strong>A.<\/strong> 43 xe","<strong>B.<\/strong> 40 xe","<strong>C.<\/strong> 41 xe","<strong>D.<\/strong> 42 xe"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 40 xe.<\/span><\/p><p>S\u1ed1 xe \u0111\u1ea1p l&agrave; 320 x 12,5 : 100 = 40 (xe).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-04-27 15:22:35","option_type":"txt","len":0}]}
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Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
  • Lớp 4
    • Toán lớp 4
    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
  • Lớp 2
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