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HomeToán lớp 6 Tập 1Tính chia hết trong tập hợp các số tự nhiênBài 11: Ước chung. Ước chung lớn nhấtBài tập nâng cao
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\" y=\"3\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["2","3","4","6"],"correct":"3","level":"3","hint":"<p>N\u1ebfu \u01afCLN(a, b) = d&nbsp;th&igrave; a = dm v&agrave; b = dn v\u1edbi (m, n) = 1.<\/p>","answer":"<p>Ta c&oacute;:<\/p><p>\u01afCLN(a, 8) = 4 n&ecirc;n a = 4m v&agrave; 8 = 4n v\u1edbi (m, n) = 1 v&agrave; m &lt; n, m, n&nbsp;&isin; N*<\/p><p>8 = 4n n&ecirc;n n = 2 =&gt; m &lt; 2<\/p><p>=&gt; m = 1 =&gt; a = 4 . 1 = 4<\/p><p>V\u1eady <span style=\"color:#27ae60;\"><strong>a = 4<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"3","date":"2021-08-25 15:58:17","option_type":"number","len":0},{"id":"6500","post_id":"4563","mon_id":"1158113","chapter_id":"1158138","question":"<p>T&igrave;m s\u1ed1 a v&agrave; b bi\u1ebft a&gt; b, a + b = 16 v&agrave; \u01afCLN( a,b) = 4?<\/p><p><span class=\"svgedit\"><svg height=\"110\" width=\"100\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect 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\" y=\"3\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. a = 4, b = 12","B. a = 8, b = 12","C. a = 12, b = 4","D. a = 12, b = 8"],"correct":"3","level":"3","hint":"<p>N\u1ebfu \u01afCLN(a, b) = d&nbsp;th&igrave; a = dm v&agrave; b = dn v\u1edbi (m, n) = 1.<\/p>","answer":"<p>V&igrave; \u01afCLN(a, b)=4<\/p><p>=&gt;a = 4x v&agrave; b = 4y v\u1edbi [(x;y) = 1 v&agrave; x;y &isin;N*]<\/p><p>Ta c&oacute;:<\/p><p>a + b = 16<\/p><p>Hay 4x + 4y = 16<\/p><p>4(x + y) = 16<\/p><p>x + y = 16:4<\/p><p>x + y =&nbsp; 4<\/p><p>V&igrave; a &gt; b n&ecirc;n x &gt; y<\/p><p>Do \u0111&oacute;:<\/p><p>x = 3 v&agrave; y = 1<\/p><p>n&ecirc;n a = 12 v&agrave; b = 4<\/p><p>V\u1eady <span style=\"color:#27ae60;\"><strong>a = 12, b = 4<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-25 16:02:55","option_type":"txt","len":2},{"id":"6503","post_id":"4563","mon_id":"1158113","chapter_id":"1158138","question":"<p>Cho 2 s\u1ed1 t\u1ef1 nhi&ecirc;n a &gt; b v&agrave; a&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;b. \u01afCLN(a - b, b) l&agrave;?<\/p><p><span class=\"svgedit\"><svg height=\"110\" width=\"130\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"112\" id=\"canvas_background\" width=\"132\" 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=\"99.99992\" id=\"svg_1\" stroke=\"null\" width=\"129.588175\" x=\"-1.264704\" 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\" y=\"7.058857\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["b - 1","a","a - b","b"],"correct":"4","level":"3","hint":"<p>&Aacute;p d\u1ee5ng d\u1ea5u hi\u1ec7u chia h\u1ebft c\u1ee7a 1 hi\u1ec7u v&agrave; t&iacute;nh ch\u1ea5t c\u1ee7a \u01b0\u1edbc chung l\u1edbn nh\u1ea5t.<\/p>","answer":"<p>V&igrave; a&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;b n&ecirc;n a = bn (n &gt; 1)<\/p><p>a - b = bn - b = b (n - 1)&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;b<\/p><p>Do \u0111&oacute;:&nbsp;a - b&nbsp;<span class=\"math-tex\">$\\vdots$<\/span>&nbsp;b<\/p><p>V\u1eady \u01afCLN(a - b, b) = <span style=\"color:#27ae60;\"><strong>b<\/strong><\/span>.&nbsp;<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-26 01:00:31","option_type":"txt","len":0}]}
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