Bảng thống kê và biểu đồ tranh - Bài tập trung bình số 2

Home Lớp 6 Toán lớp 6 - Sách kết nối tri thứcBài tập trung bình

{"common":{"save":0,"post_id":"4850","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"9133","post_id":"4850","mon_id":"1158113","chapter_id":"1158165","question":"M\u1ed9t c\u1eeda hàng bán bánh Pizza \u0111ã th\u1ed1ng kê s\u1ed1 l\u01b0\u1ee3ng cu\u1ed9c g\u1ecdi \u0111\u1ebfn \u0111\u1eb7t hàng vào m\u1ed7i ngày c\u1ee7a m\u1ed9t tu\u1ea7n và bi\u1ec3u di\u1ec5n b\u1eb1ng bi\u1ec3u \u0111\u1ed3 tranh nh\u01b0 sau:<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\"><tbody> <tr> <td>Th\u1ee9 hai<\/td> <td>o o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 ba<\/td> <td>o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 t\u01b0<\/td> <td>o o o o o o <\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 n\u0103m<\/td> <td>o o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 sáu<\/td> <td>o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 b\u1ea3y<\/td> <td>o o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Ch\u1ee7 nh\u1eadt<\/td> <td>o o o o o o o o o o<\/strong><\/td> <\/tr><\/tbody><\/table>(M\u1ed7i  o  <\/strong>\u1ee9ng v\u1edbi 4 cu\u1ed9c g\u1ecdi.)<\/p>Có bao nhiêu cu\u1ed9c g\u1ecdi \u0111\u1ebfn vào Th\u1ee9 hai?<\/p>","options":["8","32","16","40"],"correct":"2","level":"2","hint":"","answer":"Th\u1ee9 hai có 8 ch\u1ea5m nên s\u1ed1 cu\u1ed9c g\u1ecdi vào th\u1ee9 hai là   4 . 8 = 32 cu\u1ed9c g\u1ecdi<\/p>\u0110áp án \u0111úng là  32<\/strong><\/span><\/p>","type":"choose","extra_type":"flower","time":"0","user_id":"131","test":"1","date":"2021-10-10 14:23:08","option_type":"txt","len":0},{"id":"9140","post_id":"4850","mon_id":"1158113","chapter_id":"1158165","question":"M\u1ed9t c\u1eeda hàng bán bánh Pizza \u0111ã th\u1ed1ng kê s\u1ed1 l\u01b0\u1ee3ng cu\u1ed9c g\u1ecdi \u0111\u1ebfn \u0111\u1eb7t hàng vào m\u1ed7i ngày c\u1ee7a m\u1ed9t tu\u1ea7n và bi\u1ec3u di\u1ec5n b\u1eb1ng bi\u1ec3u \u0111\u1ed3 tranh nh\u01b0 sau:<\/p><table border=\"1\" cellpadding=\"1\" cellspacing=\"1\"><tbody> <tr> <td>Th\u1ee9 hai<\/td> <td>o o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 ba<\/td> <td>o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 t\u01b0<\/td> <td>o o o o o o <\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 n\u0103m<\/td> <td>o o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 sáu<\/td> <td>o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Th\u1ee9 b\u1ea3y<\/td> <td>o o o o o o o o<\/strong><\/td> <\/tr> <tr> <td>Ch\u1ee7 nh\u1eadt<\/td> <td>o o o o o o o o o o<\/strong><\/td> <\/tr><\/tbody><\/table>(M\u1ed7i  o  <\/strong>\u1ee9ng v\u1edbi 4 cu\u1ed9c g\u1ecdi.)<\/p>Ngày nào có ít cu\u1ed9c g\u1ecdi \u0111\u1eb7t bánh nh\u1ea5t?<\/strong><\/p>","options":["Th\u1ee9 n\u0103m","Th\u1ee9 hai","Th\u1ee9 ba","Th\u1ee9 t\u01b0"],"correct":"4","level":"2","hint":"Tìm xem ngày nào có ít kí hi\u1ec7u  o <\/strong> nh\u1ea5t.<\/p>","answer":"Ngày có ít kí hi\u1ec7u o <\/strong>nh\u1ea5t là ngày Th\u1ee9 t\u01b0 (6 kí hi\u1ec7u). Do \u0111ó ngày Th\u1ee9 t\u01b0<\/strong> có ít khách g\u1ecdi \u0111\u1eb7t bánh nh\u1ea5t.<\/p>\u0110áp án \u0111úng là   Th\u1ee9 t\u01b0.<\/strong><\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"1","date":"2021-10-11 02:10:12","option_type":"txt","len":0},{"id":"9144","post_id":"4850","mon_id":"1158113","chapter_id":"1158165","question":"Cho b\u1ea3ng sau v\u1ec1 vi\u1ec7c phân t\u1ed5 s\u1ed1 sinh viên c\u1ee7a m\u1ed9t l\u1edbp theo s\u1ed1 gi\u1edd t\u1ef1 h\u1ecdc trong m\u1ed9t ngày<\/p><svg height=\"260\" width=\"400\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"262\" id=\"canvas_background\" width=\"402\" 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 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\" y=\"7.5\"><\/image> <\/g> <\/svg><\/span><\/p>L\u01b0\u1ee3ng gi\u1edd t\u1ef1 h\u1ecdc nào có s\u1ed1 sinh viên t\u1ef1 h\u1ecdc \u0111ông nh\u1ea5t<\/strong>?<\/p>","options":["4 gi\u1edd","5 gi\u1edd","3 gi\u1edd","2 gi\u1edd"],"correct":"1","level":"2","hint":"","answer":"D\u1ef1a vào b\u1ea3ng ta th\u1ea5y<\/p>S\u1ed1 sinh viên t\u1ef1 h\u1ecdc trong 4 gi\u1edd là \u0111ông nh\u1ea5t  (25 ng\u01b0\u1eddi)<\/p>\u0110áp án \u0111úng là  4 gi\u1edd<\/strong><\/span><\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"131","test":"1","date":"2021-10-11 02:26:08","option_type":"txt","len":0}]}