Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
Bạn hãy xác thực địa chỉ email đăng ký nhé. Chi tiết xem tại đây
Bạn hãy xác thực địa chỉ email đăng ký nhé. Chi tiết xem tại đây
HomeToán lớp 6 Tập 1Tính chia hết trong tập hợp các số tự nhiênBài 12: Bội chung. Bội chung nhỏ nhấtBài tập cơ bản
{"common":{"save":0,"post_id":"4567","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"6519","post_id":"4567","mon_id":"1158113","chapter_id":"1158138","question":"<p>Tìm các t\u1eadp h\u1ee3p B(8)?<\/p><p><span class=\"svgedit\"><svg height=\"120\" width=\"70\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"72\" 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=\"113\" id=\"svg_1\" stroke=\"null\" width=\"129.99999\" x=\"-24.99999\" xlink:href=\"data:image\/jpeg;base64,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\" y=\"8\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. {8; 16; 24; 32; 40; 48; 56; 64; 72;…}","B. {0; 8; 16; 24; 32; 40; 48; 56; 64; 72;…}","C. {16; 24; 32; 40; 48; 56; 64; 72;…}","D. {32; 40; 48; 56; 64; 72;…}"],"correct":"2","level":"1","hint":"<p>Nhân l\u1ea7n l\u01b0\u1ee3t 8 v\u1edbi các s\u1ed1 0; 1; 2; 3; 4; 5; 6; 7;… <\/p>","answer":"<p>Nhân l\u1ea7n l\u01b0\u1ee3t 8 v\u1edbi các s\u1ed1 0; 1; 2; 3; 4; 5; 6; 7;… ta \u0111\u01b0\u1ee3c: 0; 8; 16; 24; 32; 40; 48; 56; 64; 72;… <\/p><p>Do \u0111ó: B(8) = <strong><span style=\"color:#27ae60;\">{0; 8; 16; 24; 32; 40; 48; 56; 64; 72;…}<\/span><\/strong><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-26 03:27:54","option_type":"txt","len":2},{"id":"6520","post_id":"4567","mon_id":"1158113","chapter_id":"1158138","question":"<p>Hãy vi\u1ebft t\u1eadp BC(6, 9)?<\/p><p><span class=\"svgedit\"><svg height=\"120\" width=\"110\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"112\" 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=\"125\" id=\"svg_1\" stroke=\"null\" width=\"184\" x=\"-44\" xlink:href=\"data:image\/jpeg;base64,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\" y=\"-6\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. {0; 9; 18; 27; 36; 45; 54; 63, ...}","B. {18; 36; 54, ...}","C. {0; 18; 36; 54, ...}","D. {0; 6; 12; 18; 24; 30; 36; 42, 48; 54, ...}"],"correct":"3","level":"1","hint":"<p>BC(6, 9) là t\u1eadp h\u1ee3p các s\u1ed1 v\u1eeba là b\u1ed9i c\u1ee7a 6, v\u1eeba là b\u1ed9i c\u1ee7a 9.<\/p>","answer":"<p>Ta có: B(6) = {0; 6; 12; 18; 24; 30; 36; 42, 48; 54, ...}<\/p><p> B(9) = {0; 9; 18; 27; 36; 45; 54; 63, ...}<\/p><p>Các s\u1ed1 v\u1eeba là b\u1ed9i c\u1ee7a 6, v\u1eeba là b\u1ed9i c\u1ee7a 9 là: 0; 18; 36; 54; ….<\/p><p>Do \u0111ó: BC(6; 9) = <span style=\"color:#27ae60;\"><strong>{0; 18; 36; 54, ...}<\/strong><\/span><span style=\"color:#000000;\">.<\/span><span style=\"color:#27ae60;\"><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-26 03:30:50","option_type":"txt","len":2},{"id":"6521","post_id":"4567","mon_id":"1158113","chapter_id":"1158138","question":"<p> Tìm s\u1ed1 nh\u1ecf nh\u1ea5t khác 0 trong t\u1eadp BC(6; 12)?<\/p>","options":["6","12","24","36"],"correct":"2","level":"1","hint":"<p>BC(6, 12) là t\u1eadp h\u1ee3p các s\u1ed1 v\u1eeba là b\u1ed9i c\u1ee7a 6, v\u1eeba là b\u1ed9i c\u1ee7a 12.<\/p>","answer":"<p>Ta có: B(6) = {0; 6; 12; 18; 24; 30; 36; 42, 48; 54, ...}<\/p><p> B(12) = {0; 12; 24; 36; 48; 60; 72, ...}<\/p><p>Các s\u1ed1 v\u1eeba là b\u1ed9i c\u1ee7a 6, v\u1eeba là b\u1ed9i c\u1ee7a 12 là: 0; 12; 24; 36; ….<\/p><p>Do \u0111ó: BC(6; 12) = {0; 12; 24; 36, ...}.<\/p><p>S\u1ed1 nh\u1ecf nh\u1ea5t khác 0 trong t\u1eadp BC(6; 12) là <span style=\"color:#27ae60;\"><strong>12<\/strong><\/span>.<\/p>","type":"choose","extra_type":"flower","time":"0","user_id":"126","test":"1","date":"2021-08-26 03:35:23","option_type":"txt","len":0}]}