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HomeToán lớp 6 Tập 1Tính chia hết trong tập hợp các số tự nhiênBài 8: Quan hệ chia hết và tính chấtBài tập trung bình
{"common":{"save":0,"post_id":"4493","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"6233","post_id":"4493","mon_id":"1158113","chapter_id":"1158138","question":"<p>B&agrave; c&oacute; m\u1ed9t s\u1ed1 tr\u1ee9ng. N\u1ebfu b&agrave; chia s\u1ed1 tr\u1ee9ng th&agrave;nh 6 ph\u1ea7n b\u1eb1ng nhau th&igrave; d\u01b0 3&nbsp;qu\u1ea3. H\u1ecfi b&agrave; c&oacute; th\u1ec3 chia s\u1ed1 tr\u1ee9ng th&agrave;nh 3 ph\u1ea7n b\u1eb1ng nhau kh&ocirc;ng?<\/p><div class=\"lt123_imgs\"><img class=\"img_dd\" src=\"\/data\/library\/do-an\/ro-trung-ga.png\" \/><\/div>","options":["C&oacute;","Kh&ocirc;ng"],"correct":"1","level":"2","hint":"<p>N\u1ebfu t\u1ea5t c\u1ea3 c&aacute;c s\u1ed1 h\u1ea1ng c\u1ee7a t\u1ed5ng \u0111\u1ec1u chia h\u1ebft cho 3 th&igrave; t\u1ed5ng c\u0169ng chia h\u1ebft cho 3.<\/p>","answer":"<p>G\u1ecdi s\u1ed1 tr\u1ee9ng b&agrave; c&oacute; l&agrave; a v&agrave; q l&agrave; s\u1ed1 ph\u1ea7n b&agrave; chia cho 6 t\u1ee9c q l&agrave; th\u01b0\u01a1ng c\u1ee7a ph&eacute;p chia a cho 6.<\/p><p>Ta c&oacute;: a = 6. q + 3<\/p><p>V&igrave; (6 . q)&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;3 v&agrave; 3&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;3 n&ecirc;n a&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;3<\/p><p><strong><span style=\"color:#27ae60;\">V\u1eady c&oacute; th\u1ec3 chia s\u1ed1 tr\u1ee9ng th&agrave;nh 3 ph\u1ea7n b\u1eb1ng nhau<\/span><\/strong>.<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"126","test":"1","date":"2021-08-22 05:18:24","option_type":"txt","len":0},{"id":"6234","post_id":"4493","mon_id":"1158113","chapter_id":"1158138","question":"<p>Kh\u1eb3ng \u0111\u1ecbnh n&agrave;o sai?<br \/><span class=\"svgedit\"><svg height=\"100\" width=\"230\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"232\" 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=\"121\" id=\"svg_1\" stroke=\"null\" width=\"229\" x=\"1\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. (45 - 7) <span class=\"math-tex\">$\\vdots$<\/span> 5","B. (35 - 12) <span class=\"math-tex\">$\\not \\vdots$<\/span> 4","C. (48 + 12 - 36) <span class=\"math-tex\">$\\vdots$<\/span> 6","D. (30 - 13) <span class=\"math-tex\">$\\not \\vdots$<\/span> 3"],"correct":"1","level":"2","hint":"<p>T&iacute;nh ch\u1ea5t chia h\u1ebft c\u1ee7a m\u1ed9t t\u1ed5ng<\/p>","answer":"<p>Ta c&oacute;:<\/p><p>A. 45&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;5 v&agrave; 7&nbsp;<span class=\"math-tex\">$\\not \\vdots$<\/span>&nbsp;5 n&ecirc;n (45 - 7)&nbsp;<span class=\"math-tex\">$\\not \\vdots$<\/span>&nbsp;5 =&gt;<span style=\"color:#27ae60;\"><strong> Kh\u1eb3ng \u0111\u1ecbnh sai<\/strong><\/span>.<\/p><p>B. 35&nbsp;<span class=\"math-tex\">$\\not \\vdots$<\/span>&nbsp;4 v&agrave; 12&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;4 n&ecirc;n (35 - 12)&nbsp;<span class=\"math-tex\">$\\not \\vdots$<\/span>&nbsp;4 =&gt; Kh\u1eb3ng \u0111inh \u0111&uacute;ng.<\/p><p>C. 48&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;6, 12&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;6 v&agrave; 36&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;6 n&ecirc;n (48 + 12 - 36)&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;6&nbsp;=&gt; Kh\u1eb3ng \u0111inh \u0111&uacute;ng.<\/p><p>D. 30&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;3&nbsp; v&agrave; 13&nbsp;<span class=\"math-tex\">$\\not \\vdots$<\/span>&nbsp;3 n&ecirc;n (30 - 13)&nbsp;<span class=\"math-tex\">$\\not \\vdots$<\/span>&nbsp;3 =&gt; Kh\u1eb3ng \u0111inh \u0111&uacute;ng.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-22 05:24:06","option_type":"math","len":0},{"id":"6235","post_id":"4493","mon_id":"1158113","chapter_id":"1158138","question":"<p>T&igrave;m&nbsp;x&nbsp;&isin; {1, 14, 20, 23, 28} bi\u1ebft 21 + x chia h\u1ebft cho 7?<\/p><p><span class=\"svgedit\"><svg height=\"150\" width=\"180\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"152\" id=\"canvas_background\" width=\"182\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" 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\" y=\"2.50001\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. {1, 14}","B. {1,14, 20}","C. {14, 20, 28}","D. {14, 28}"],"correct":"4","level":"2","hint":"<p>&Aacute;p d\u1ee5ng t&iacute;nh ch\u1ea5t chia h\u1ebft c\u1ee7a m\u1ed9t t\u1ed5ng<\/p>","answer":"<p>Ta c&oacute;:&nbsp;<\/p><p>21&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;7&nbsp;n&ecirc;n \u0111\u1ec3 21 + x&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;7&nbsp;th&igrave; x&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;7<\/p><p>Ta l\u1ea1i c&oacute;: 14&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;7&nbsp;v&agrave; 21&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;7&nbsp;<\/p><p>N&ecirc;n <span style=\"color:#27ae60;\"><strong>x&nbsp;&isin; {14, 28}.<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-22 06:12:38","option_type":"txt","len":1}]}
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