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HomeLớp 3Toán lớp 3 - Sách Kết nối tri thứcBài 63: Phép cộng trong phạm vi 100 000Bài tập nâng cao
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000<\/strong><\/span> v&agrave;&nbsp;<span style=\"color:#16a085;\"><strong> 90 000<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2022-06-17 04:02:27"},{"id":"1519","post_id":"5948","mon_id":"1158530","chapter_id":"1158701","question":"<p>T&igrave;m x, bi\u1ebft&nbsp; &nbsp;<span style=\"color:#2980b9;\">x&nbsp;&ndash; 25 000 = 75 000<\/span><\/p><p><span style=\"color:#2980b9;\"><span class=\"svgedit\"><svg height=\"84\" width=\"139\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"86\" id=\"canvas_background\" width=\"141\" 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=\"88.00001\" id=\"svg_1\" stroke=\"null\" 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/span><\/p><p><span style=\"color:#2980b9;\">\u0110&aacute;p s\u1ed1:&nbsp; x =&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;<\/span><\/p>","options":"","correct":["[\"100 000\"]"],"level":"3","hint":"","answer":"<p>x&nbsp;&ndash; 25 000 = 75 000<\/p><p>x&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; = 75 000 + 25 000<\/p><p>x&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; =&nbsp; &nbsp; 100 000<\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n l&agrave;<span style=\"color:#16a085;\"><strong>&nbsp;100 000<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2022-06-17 04:06:02"},{"id":"1521","post_id":"5948","mon_id":"1158530","chapter_id":"1158701","question":"<p>T&igrave;m x, bi\u1ebft&nbsp; <span style=\"color:#2980b9;\">&nbsp;x&nbsp;&ndash; 40 000 = 20 000 + 30 000<\/span><\/p><p><span class=\"svgedit\"><svg height=\"98\" width=\"132\" 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\" y=\"-3.46864\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> x = 50 000","<strong>B.<\/strong> x = 10 000","<strong>C.<\/strong> x = 40 000","<strong>D.<\/strong> x = 90 000"],"correct":"4","level":"3","hint":"","answer":"<p>x&nbsp;&ndash; 40 000 = 20 000 + 30 000<\/p><p>x&nbsp;&ndash; 40 000 =&nbsp; &nbsp; &nbsp; 50 000<\/p><p>x&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; = 50 000 + 40 000<\/p><p>x&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; =&nbsp; &nbsp; 90 000<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp; x = 90 000<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-06-17 04:08:55","option_type":"txt","len":1}]}
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