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HomeLớp 3Toán lớp 3 - Sách Kết nối tri thứcBài 48: Làm tròn số đến hàng chục, hàng trămBài tập trung bình
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y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 4580","<strong>B. <\/strong>4570","<strong>C. <\/strong>4680","<strong>D. <\/strong>4560"],"correct":"1","level":"2","hint":"<p>Khi l&agrave;m tr&ograve;n s\u1ed1 \u0111\u1ebfn h&agrave;ng ch\u1ee5c ta so s&aacute;nh ch\u1eef s\u1ed1 h&agrave;ng \u0111\u01a1n v\u1ecb v\u1edbi 5. N\u1ebfu ch\u1eef s\u1ed1 h&agrave;ng \u0111\u01a1n v\u1ecb b&eacute; h\u01a1n 5 th&igrave; l&agrave;m tr&ograve;n xu\u1ed1ng, n\u1ebfu ch\u1eef s\u1ed1 h&agrave;ng \u0111\u01a1n v\u1ecb l\u1edbn&nbsp;h\u01a1n 5 th&igrave; <strong>l&agrave;m tr&ograve;n l&ecirc;n<\/strong>.<\/p>","answer":"<p>V&igrave; 4576 c&oacute; ch\u1eef s\u1ed1 h&agrave;ng \u0111\u01a1n v\u1ecb l&agrave;&nbsp;<span style=\"color:#3498db;\">6 (6 &gt; 5) <\/span>n&ecirc;n <strong>l&agrave;m tr&ograve;n l&ecirc;n<\/strong>&nbsp;\u0111\u01b0\u1ee3c s\u1ed1 4580.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;4580<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2022-06-10 01:52:11","option_type":"txt","len":0},{"id":"925","post_id":"5890","mon_id":"1158530","chapter_id":"1158693","question":"<p>L&agrave;m tr&ograve;n s\u1ed1 <strong>1808 <\/strong>\u0111\u1ebfn h&agrave;ng tr\u0103m.<\/p><p><span class=\"svgedit\"><svg height=\"179\" width=\"274\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"181\" id=\"canvas_background\" width=\"276\" 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=\"171.00801\" id=\"svg_1\" stroke=\"null\" width=\"256.00001\" x=\"9\" 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\" y=\"6\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 1880","<strong>B. <\/strong>1810","<strong>C. <\/strong>1800","<strong>D. <\/strong>1900"],"correct":"3","level":"2","hint":"<p>Khi l&agrave;m tr&ograve;n s\u1ed1 \u0111\u1ebfn h&agrave;ng tr\u0103m ta so s&aacute;nh ch\u1eef s\u1ed1 h&agrave;ng ch\u1ee5c v\u1edbi 5. N\u1ebfu ch\u1eef s\u1ed1 h&agrave;ng ch\u1ee5c b&eacute; h\u01a1n 5 th&igrave; l&agrave;m tr&ograve;n xu\u1ed1ng, c&ograve;n l\u1ea1i th&igrave; l&agrave;m tr&ograve;n l&ecirc;n.<\/p>","answer":"<p>V&igrave;&nbsp;1808 c&oacute; ch\u1eef s\u1ed1 h&agrave;ng ch\u1ee5c l&agrave;&nbsp;<span style=\"color:#3498db;\">0 &lt; 5 n&ecirc;n l&agrave;m tr&ograve;n xu\u1ed1ng<\/span>&nbsp;\u0111\u01b0\u1ee3c 1800.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>C.&nbsp;<\/strong>1800<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2022-06-10 01:55:29","option_type":"txt","len":0},{"id":"926","post_id":"5890","mon_id":"1158530","chapter_id":"1158693","question":"<p>T&acirc;y C&ocirc;n L\u0129nh l&agrave; \u0111\u1ec9nh n&uacute;i ph&iacute;a T&acirc;y c\u1ee7a t\u1ec9nh H&agrave; Giang n\u1eb1m \u1edf \u0111\u1ed9 cao <strong>2427 m<\/strong> so v\u1edbi m\u1ef1c n\u01b0\u1edbc bi\u1ec3n. Em h&atilde;y l&agrave;m tr&ograve;n \u0111\u1ed9 cao c\u1ee7a \u0111\u1ec9nh n&uacute;i n&agrave;y \u0111\u1ebfn h&agrave;ng tr\u0103m.<\/p><p><span class=\"svgedit\"><svg height=\"166\" width=\"236\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"168\" id=\"canvas_background\" width=\"238\" 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=\"169\" id=\"svg_1\" stroke=\"null\" width=\"235.00001\" x=\"3\" 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\" y=\"-0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A. <\/strong>2430","<strong>B. <\/strong>2400","<strong>C. <\/strong>2420","<strong>D. <\/strong>2500"],"correct":"2","level":"2","hint":"<p>Khi l&agrave;m tr&ograve;n s\u1ed1 \u0111\u1ebfn h&agrave;ng tr\u0103m ta so s&aacute;nh ch\u1eef s\u1ed1 h&agrave;ng ch\u1ee5c v\u1edbi 5. N\u1ebfu ch\u1eef s\u1ed1 h&agrave;ng ch\u1ee5c b&eacute; h\u01a1n 5 th&igrave; l&agrave;m tr&ograve;n xu\u1ed1ng, c&ograve;n l\u1ea1i th&igrave; l&agrave;m tr&ograve;n l&ecirc;n.<\/p>","answer":"<p>V&igrave;&nbsp;s\u1ed1 2427 c&oacute; ch\u1eef s\u1ed1 h&agrave;ng ch\u1ee5c l&agrave;&nbsp;<span style=\"color:#3498db;\">2 <\/span>(m&agrave; 2 &lt; 5) n&ecirc;n<span style=\"color:#3498db;\"> l&agrave;m tr&ograve;n xu\u1ed1ng<\/span>&nbsp;\u0111\u01b0\u1ee3c 2400.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>B.&nbsp;<\/strong>2400<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2022-06-10 02:03:33","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
    • Toán lớp 2
    • Tiếng Việt lớp 2
  • Lớp 5
    • Toán lớp 5
    • Tiếng Việt lớp 5
    • Soạn Tiếng Việt 5
  • Lớp 3
    • Toán lớp 3
    • Tiếng Việt lớp 3
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