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HomeLớp 2Toán lớp 2 - Sách Kết nối tri thứcBài 15: Ki-lô-gamBài tập nâng cao
{"common":{"save":0,"post_id":"4199","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1285","post_id":"4199","mon_id":"11445","chapter_id":"11463","question":"<div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/do-vat\/candia.png\" \/><\/div><p>An \u0111\u1eb7t bao \u0111\u01b0\u1eddng l&ecirc;n m\u1ed9t \u0111\u0129a c&acirc;n, \u0111\u0129a c&ograve;n l\u1ea1i An \u0111\u1eb7t m\u1ed9t qu\u1ea3 c&acirc;n 5 kg v&agrave; m\u1ed9t&nbsp;qu\u1ea3 c&acirc;n 2 kg th&igrave; c&acirc;n th\u0103ng b\u1eb1ng. H\u1ecfi bao \u0111\u01b0\u1eddng n\u1eb7ng m\u1ea5y ki-l&ocirc;-gam?&nbsp;<\/p>","options":["9 kg","7g","7 kg","7 km"],"correct":"3","level":"3","hint":"","answer":"<p>Bao \u0111\u01b0\u1eddng c&acirc;n n\u1eb7ng s\u1ed1 ki-l&ocirc;-gam l&agrave;:&nbsp;<\/p><p>5 + 2 = 7 (kg)<\/p><p>\u0110&aacute;p s\u1ed1: <span style=\"color:#3498db;\">7 kg<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"125","test":"0","date":"2021-07-22 15:28:18","option_type":"txt","len":0},{"id":"1292","post_id":"4199","mon_id":"11445","chapter_id":"11463","question":"<div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/do-vat\/candia.png\" \/><\/div><p>C&oacute; m\u1ed9t c&acirc;n \u0111\u0129a v&agrave; hai qu\u1ea3 c&acirc;n lo\u1ea1i 2 kg v&agrave; 5 kg. \u0110\u1ec3 l\u1ea5y \u0111\u01b0\u1ee3c \u0111&uacute;ng 3 kg g\u1ea1o t\u1eeb m\u1ed9t bao, b\u1ea1n H&ugrave;ng&nbsp;l&agrave;m nh\u01b0 sau, \u0111&uacute;ng hay sai?<\/p><p><span style=\"color:#2980b9;\">B\u01b0\u1edbc 1: \u0110\u1eb7t m\u1ed9t qu\u1ea3 c&acirc;n 2 kg l&ecirc;n m\u1ed9t \u0111\u0129a c&acirc;n, \u0111\u0129a c&ograve;n l\u1ea1i \u0111\u1eb7t qu\u1ea3 c&acirc;n 5 kg.<\/span><\/p><p><span style=\"color:#2980b9;\">B\u01b0\u1edbc 2: \u0110\u1ed5 g\u1ea1o l&ecirc;n \u0111\u0129a c&acirc;n ch\u1ee9a qu\u1ea3 c&acirc;n 2 kg. \u0110\u1ed5 \u0111\u1ebfn khi n&agrave;o c&acirc;n \u1edf v\u1ecb tr&iacute; th\u0103ng&nbsp;b\u1eb1ng th&igrave; s\u1ed1 g\u1ea1o \u0111&oacute; n\u1eb7ng \u0111&uacute;ng&nbsp;3 kg.<\/span><\/p>","options":["\u0110&uacute;ng ","Sai"],"correct":"1","level":"3","hint":"","answer":"<p>B\u1ea1n H&ugrave;ng \u0111&atilde; l&agrave;m theo 2 b\u01b0\u1edbc tr&ecirc;n t\u01b0\u01a1ng \u1ee9ng v\u1edbi ph&eacute;p t&iacute;nh:<\/p><p>g\u1ea1o + 2 kg = 5 kg<\/p><p>B\u1ea1n H&ugrave;ng l\u1ea5y \u0111\u01b0\u1ee3c s\u1ed1 ki-l&ocirc;-gam g\u1ea1o l&agrave;:<\/p><p>5 kg - 2 kg = 3 kg<\/p><p>V\u1eady \u0111\u1ec3 l\u1ea5y \u0111\u01b0\u1ee3c 3 kg g\u1ea1o, b\u1ea1n H&ugrave;ng \u0111&atilde; l&agrave;m <strong><span style=\"color:#16a085;\">\u0110&uacute;ng<\/span>.<\/strong>&nbsp;<\/p>","type":"choose","extra_type":"cloud","time":"0","user_id":"125","test":"0","date":"2021-07-22 15:44:27","option_type":"txt","len":0},{"id":"1295","post_id":"4199","mon_id":"11445","chapter_id":"11463","question":"<p><span class=\"svgedit\"><svg height=\"179\" width=\"234\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"181\" id=\"canvas_background\" width=\"236\" 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=\"177.00001\" id=\"svg_1\" stroke=\"null\" width=\"237\" x=\"5\" 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\" y=\"7\"><\/image> <\/g> <\/svg><\/span><\/p><p>Hai bao g\u1ea1o c&oacute; t\u1ea5t c\u1ea3 36 kg. Ng\u01b0\u1eddi ta \u0111\u1ed5 7 kg t\u1eeb bao th\u1ee9 nh\u1ea5t sang bao th\u1ee9 hai th&igrave; l&uacute;c \u0111&oacute; c\u1ea3 hai bao g\u1ea1o n\u1eb7ng bao nhi&ecirc;u ki-l&ocirc;-gam?&nbsp;<\/p>","options":["43 kg","36 kg","44 kg","45 kg"],"correct":"2","level":"3","hint":"","answer":"<p>Khi \u0111\u1ed5&nbsp;7 kg t\u1eeb bao th\u1ee9 nh\u1ea5t sang bao th\u1ee9 hai th&igrave; t\u1ed5ng s\u1ed1 ki-l&ocirc;-gam g\u1ea1o c\u1ee7a hai bao kh&ocirc;ng thay \u0111\u1ed5i.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;: <span style=\"color:#3498db;\">36 kg&nbsp;<\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"125","test":"0","date":"2021-07-22 15:52:42","option_type":"txt","len":0}]}
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