Bài 22: So sánh số có hai chữ số

Home Lớp 1 Toán lớp 1 - Sách Kết nối tri thức Bài 22: So sánh số có hai chữ sốBài tập cơ bản

{"common":{"save":0,"post_id":"4000","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"3605","post_id":"4000","mon_id":"11246","chapter_id":"11276","question":"<div class=\"lt123_imgs\">\u0110i\u1ec1n d\u1ea5u thích h\u1ee3p vào ô tr\u1ed1ng<\/div><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/ech.png\" \/>15   <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/>  18<\/strong><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/rua2.png\" \/><\/div>","options":"","correct":["[\"<\"]"],"level":"1","hint":"Con hãy so sánh s\u1ed1 c\u1ee7a con \u1ebfch v\u1edbi s\u1ed1 c\u1ee7a con rùa, b\u1eb1ng cách so sánh các ch\u1eef s\u1ed1 hàng \u0111\u01a1n v\u1ecb nhé!<\/span><\/p>","answer":"Con \u1ebfch có s\u1ed1 15<\/p>Con rùa có s\u1ed1 18<\/p>So sánh ch\u1eef s\u1ed1 hàng \u0111\u01a1n v\u1ecb có 5 < 8 nên 15 < 18<\/strong><\/p>V\u1eady d\u1ea5u c\u1ea7n \u0111i\u1ec1n vào ô tr\u1ed1ng là d\u1ea5u <<\/strong><\/p>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"121","test":"0","date":"2020-11-25 09:51:37"},{"id":"3606","post_id":"4000","mon_id":"11246","chapter_id":"11276","question":"Ch\u1ecdn d\u1ea5u thích h\u1ee3p \u0111i\u1ec1n vào d\u1ea5u h\u1ecfi ?<\/span><\/p><div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/con-vat\/soc.jpg\" \/>  28   <\/strong><\/span>?<\/strong><\/span><\/span>   81  <\/strong><\/span><img class=\"img_dd small\" src=\"\/data\/library\/con-vat\/con-ong.png\" \/><\/div>","options":["><\/strong>","<<\/strong>","=<\/strong>"],"correct":"2","level":"1","hint":"Con hãy so sánh ch\u1eef s\u1ed1 hàng ch\u1ee5c c\u1ee7a hai s\u1ed1 28 và 81 nhé!<\/p>","answer":"So sánh<\/p>28 < 81<\/strong> (vì có ch\u1eef s\u1ed1 hàng ch\u1ee5c 2 < 8)<\/p>V\u1eady, d\u1ea5u c\u1ea7n \u0111i\u1ec1n vào d\u1ea5u h\u1ecfi là <<\/strong><\/p>","type":"choose","extra_type":"flower","audio":[1,1,1,1],"time":"0","user_id":"121","test":"0","date":"2020-11-26 02:48:20","option_type":"txt","len":0},{"id":"3607","post_id":"4000","mon_id":"11246","chapter_id":"11276","question":"Tìm phép so sánh \u0111úng<\/strong><\/span><\/p><svg height=\"225\" width=\"226\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"227\" id=\"canvas_background\" width=\"228\" 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=\"240\" id=\"svg_1\" width=\"240\" x=\"-8\" 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\" y=\"-13\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","options":["28 < 27<\/strong>","47 < 54<\/strong>","34 = 44<\/strong>"],"correct":"2","level":"1","hint":"Con hãy ki\u1ec3m tra t\u1eebng phép so sánh trên, r\u1ed3i ch\u1ecdn phép so sánh \u0111úng nhé!<\/p>","answer":"L\u1ea7n l\u01b0\u1ee3t ki\u1ec3m tra ta có :<\/p>28 > 27 nên phép tính 28 < 27 là sai<\/p>47 < 54 \u0111úng<\/strong><\/p>34 < 44 nên phép tính 34 = 44 là sai<\/p>V\u1eady \u0111áp án \u0111úng là : 47 < 54<\/strong><\/p>","type":"choose","extra_type":"shape1","audio":[1,1,1,1],"time":"0","user_id":"121","test":"0","date":"2020-11-26 02:59:16","option_type":"txt","len":0}]}