Bảng tần số, tần số tương đối ghép nhóm và biểu đồ

Home Lớp 9 Toán lớp 9 - Sách Kết nối tri thức Bài 24. Bảng tần số, tần số tương đối ghép nhóm và biểu đồBài tập nâng cao

{"common":{"save":0,"post_id":"7962","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"10071","post_id":"7962","mon_id":"1159278","chapter_id":"1159331","question":"Bi\u1ec3u \u0111\u1ed3 \u0111o\u1ea1n th\u1eb3ng d\u01b0\u1edbi \u0111ây bi\u1ec3u di\u1ec5n s\u1ed1 li\u1ec7u ghi l\u1ea1i \u0111\u1ed9 dài quãng \u0111\u01b0\u1eddng di chuy\u1ec3n trong m\u1ed9t tu\u1ea7n (\u0111\u01a1n v\u1ecb: kilômét) c\u1ee7a 60 chi\u1ebfc ô tô v\u1edbi 5 nhóm s\u1ed1 li\u1ec7u. Giá tr\u1ecb 130 là \u0111\u1ea1i di\u1ec7n cho nhóm s\u1ed1 li\u1ec7u nào h\u1ee3p lý nh\u1ea5t v\u1edbi bài toán trên?<\/p><svg height=\"255\" width=\"390\"> <g><title><\/title><rect fill=\"none\" height=\"257\" id=\"canvas_background\" width=\"392\" 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><g id=\"svg_148\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_113\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"43\" xml:space=\"preserve\" y=\"229.5\">0<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_114\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"67\" xml:space=\"preserve\" y=\"229.5\">100<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_115\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"98\" xml:space=\"preserve\" y=\"230\">110<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_116\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"128\" xml:space=\"preserve\" y=\"229.5\">120<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_117\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"159\" xml:space=\"preserve\" y=\"230\">130<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_118\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"188\" xml:space=\"preserve\" y=\"230\">140<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_119\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"219\" xml:space=\"preserve\" y=\"230\">150<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_120\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"249\" xml:space=\"preserve\" y=\"229.5\">160<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_121\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"280\" xml:space=\"preserve\" y=\"230\">170<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_122\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"306\" xml:space=\"preserve\" y=\"229.5\">180<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_123\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"337\" xml:space=\"preserve\" y=\"230\">190<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_124\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"367\" xml:space=\"preserve\" y=\"229.5\">200<\/text> <\/g> <g id=\"svg_152\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_126\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"29\" xml:space=\"preserve\" y=\"198.5\">5<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_127\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"177.5\">10<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_128\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"157.5\">15<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_129\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"136.5\">20<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_130\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"114.5\">25<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_131\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"92.5\">30<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_132\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"71.5\">35<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_149\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"50.5\">40<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_150\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"29.5\">45<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"12\" id=\"svg_151\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"22\" xml:space=\"preserve\" y=\"11.5\">50<\/text> <\/g> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"14\" font-weight=\"bold\" id=\"svg_153\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"141\" xml:space=\"preserve\" y=\"247.5\">Quãng \u0111\u01b0\u1eddng (km)<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"14\" font-weight=\"bold\" id=\"svg_154\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-90 9.255859375000016,109.00000000000001) \" x=\"-55\" xml:space=\"preserve\" y=\"114.5\">T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i (%)<\/text> <g id=\"svg_155\"> 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fill-opacity=\"null\" id=\"svg_165\" stroke=\"#ff0000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"3\" x1=\"290\" x2=\"352\" y1=\"152.25\" y2=\"194.25\"><\/line> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> [100 ; 200)","B.<\/strong> [110 ; 150)","C.<\/strong> [120 ; 140)","D.<\/strong> [125 ; 135)"],"correct":"3","level":"3","hint":"","answer":"Ch\u1ecdn C.<\/strong> [120 ; 140).<\/span><\/p>D\u1ef1a vào bi\u1ec3u \u0111\u1ed3 \u0111o\u1ea1n th\u1eb3ng, ta th\u1ea5y có 5 nhóm s\u1ed1 li\u1ec7u t\u01b0\u01a1ng \u1ee9ng nh\u01b0 sau: $[100 ; 120)$<\/span>, $[120 ; 140)$<\/span>, $[140 ; 160)$<\/span>, $[160 ; 180)$<\/span>, $[180;200)$<\/span>.<\/p>Mà ta có $130=\\dfrac{120+140}{2}$<\/span> nên130 là giá tr\u1ecb \u0111\u1ea1i di\u1ec7n c\u1ee7a nhóm s\u1ed1 li\u1ec7u [120 ; 140).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-01-25 07:07:39","option_type":"txt","len":1},{"id":"10078","post_id":"7962","mon_id":"1159278","chapter_id":"1159331","question":"B\u1ea3ng d\u01b0\u1edbi \u0111ây ghi l\u1ea1i c\u1ef1 li ném t\u1ea1 (\u0111\u01a1n v\u1ecb: mét) c\u1ee7a m\u1ed9t v\u1eadn \u0111\u1ed9ng viên tr\u01b0\u1edbc và sau m\u1ed9t \u0111\u1ee3t t\u1eadp hu\u1ea5n \u0111\u1eb7c bi\u1ec7t. T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a v\u1eadn \u0111\u1ed9ng viên ném t\u1ea1 c\u1ef1 li t\u1eeb 20,6 m tr\u1edf lên sau khi t\u1eadp hu\u1ea5n t\u0103ng thêm:<\/p><svg height=\"165\" width=\"324\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"167\" id=\"canvas_background\" width=\"326\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"165\" id=\"svg_1\" width=\"320\" x=\"1.5\" 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\" y=\"-0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> 18,75%","B.<\/strong> 31,25%","C.<\/strong> 56,25%","D.<\/strong> 37,5%"],"correct":"4","level":"3","hint":"","answer":"Ch\u1ecdn D.<\/strong> 37,5%.<\/span><\/p>T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a s\u1ed1 l\u1ea7n v\u1eadn \u0111\u1ed9ng viên ném t\u1eeb 20,6 m tr\u1edf lên tr\u01b0\u1edbc khi t\u1eadp hu\u1ea5n là <\/p>$\\dfrac{2+1+0}{3+5+5+2+1+0}.100\\%=18,75\\%$<\/span>.<\/p>T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a s\u1ed1 l\u1ea7n v\u1eadn \u0111\u1ed9ng viên ném t\u1eeb 20,6 m tr\u1edf lên sau khi t\u1eadp hu\u1ea5n là<\/p>$\\dfrac{5+3+1}{1+2+4+5+3+1}.100\\%=56,25\\%$<\/span>.<\/p>T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a v\u1eadn \u0111\u1ed9ng viên ném t\u1ea1 c\u1ef1 li t\u1eeb 20,6 m tr\u1edf lên sau khi t\u1eadp hu\u1ea5n t\u0103ng thêm: $56,25\\%-18,75\\%=37,5\\%$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-01-25 07:53:28","option_type":"txt","len":0},{"id":"10079","post_id":"7962","mon_id":"1159278","chapter_id":"1159331","question":"Trong m\u1ed9t k\u1ef3 thi h\u1ecdc sinh gi\u1ecfi Toán (thang \u0111i\u1ec3m 20) c\u1ee7a 50 h\u1ecdc sinh, k\u1ebft qu\u1ea3 \u0111\u01b0\u1ee3c cho b\u1edfi bi\u1ec3u \u0111\u1ed3 sau. T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a nhóm s\u1ed1 li\u1ec7u [12 ; 16) là<\/p><svg height=\"300\" width=\"350\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"352\" 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=\"281\" id=\"svg_1\" stroke=\"null\" width=\"326.99999\" x=\"22.5\" 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\" y=\"1\"><\/image> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"18\" font-weight=\"normal\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-90 12.25000000000003,132.50000000000003) \" x=\"-12\" xml:space=\"preserve\" y=\"138.5\">T\u1ea7n s\u1ed1<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"18\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"167\" xml:space=\"preserve\" y=\"296.5\">\u0110i\u1ec3m s\u1ed1<\/text> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> 33","B.<\/strong> 33%","C.<\/strong> 66","D.<\/strong> 66%"],"correct":"4","level":"3","hint":"","answer":"Ch\u1ecdn D.<\/strong> 66%.<\/span><\/p>S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t \u0111i\u1ec3m trong kho\u1ea3ng t\u1eeb 12 \u0111\u1ebfn 16 \u0111i\u1ec3m là 15 + 18 = 33. T\u1ea7n s\u1ed1 t\u01b0\u01a1ng \u0111\u1ed1i c\u1ee7a nhóm s\u1ed1 li\u1ec7u [12 ; 16) là $\\dfrac{33}{50}.100\\%=66\\%$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-01-25 08:02:21","option_type":"txt","len":0}]}