Luyện tập chung-Bài tập trung bình

Home Lớp 5 Toán lớp 5 - Sách Kết nối tri thức Bài 67. Luyện tập chung: Một số yếu tố thống kê và xác suấtBài tập trung bình

{"common":{"save":0,"post_id":"9076","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5033","post_id":"9076","mon_id":"1159414","chapter_id":"1159499","question":"M\u1ed9t x\u1ea1 th\u1ee7 b\u1eafn vào bia \u0111\u01b0\u1ee3c k\u1ebft qu\u1ea3 nh\u01b0 sau.<\/p><svg height=\"285\" width=\"255\"> <g><title><\/title><rect fill=\"#fff\" height=\"287\" id=\"canvas_background\" width=\"257\" 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><rect fill=\"#ffffaa\" height=\"40\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"1.65\"><\/rect> <rect fill=\"#aaffd4\" height=\"40\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"41.65\"><\/rect> <rect fill=\"#aaffd4\" height=\"40\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"81.65\"><\/rect> <rect fill=\"#aaffd4\" height=\"40\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"121.65\"><\/rect> <rect fill=\"#aaffd4\" height=\"40\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"160.65\"><\/rect> <rect fill=\"#aaffd4\" height=\"40\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"200.65\"><\/rect> <rect fill=\"#aaffd4\" height=\"40\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"1.5\" width=\"250\" x=\"2\" y=\"240.65\"><\/rect> <line fill=\"none\" id=\"svg_8\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"102\" x2=\"102\" y1=\"0.65\" y2=\"279.64999\"><\/line> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" font-weight=\"bold\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"14\" xml:space=\"preserve\" y=\"30.65\">S\u1ed1 \u0111i\u1ec3m<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" font-weight=\"bold\" id=\"svg_10\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"109\" xml:space=\"preserve\" y=\"31\">S\u1ed1 l\u1ea7n l\u1eb7p l\u1ea1i<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_11\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"45\" xml:space=\"preserve\" y=\"69.65\">5<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_12\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"45\" xml:space=\"preserve\" y=\"109.65\">6<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_13\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"45\" xml:space=\"preserve\" y=\"150\">7<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_14\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"45\" xml:space=\"preserve\" y=\"190\">8<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"45\" xml:space=\"preserve\" y=\"230\">9<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_16\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"37\" xml:space=\"preserve\" y=\"270\">10<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_17\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" x=\"165\" xml:space=\"preserve\" y=\"69.65\">3<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_18\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" x=\"165\" xml:space=\"preserve\" y=\"109.65\">2<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_19\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" x=\"165\" xml:space=\"preserve\" y=\"150\">5<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_20\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" x=\"165\" xml:space=\"preserve\" y=\"190\">4<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_21\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"165\" xml:space=\"preserve\" y=\"230\">5<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"24\" id=\"svg_22\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"165\" xml:space=\"preserve\" y=\"270\">1<\/text> <\/g> <\/svg><\/span><\/p>T\u1ed5ng s\u1ed1 l\u1ea7n x\u1ea1 th\u1ee7 b\u1eafn là:<\/p>","options":["A.<\/strong> 15 l\u1ea7n.","B.<\/strong> 10 l\u1ea7n.","C.<\/strong> 20 l\u1ea7n.","D.<\/strong> 25 l\u1ea7n."],"correct":"3","level":"2","hint":"","answer":"Ch\u1ecdn C.<\/strong> 20 l\u1ea7n.<\/span><\/p>T\u1ed5ng s\u1ed1 l\u1ea7n x\u1ea1 th\u1ee7 b\u1eafn là 3 + 2 + 5 + 4 + 5 + 1 = 20.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-04-27 16:09:43","option_type":"txt","len":0},{"id":"5037","post_id":"9076","mon_id":"1159414","chapter_id":"1159499","question":"Gieo m\u1ed9t con xúc x\u1eafc 50 l\u1ea7n. 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>T\u1ec9 s\u1ed1 c\u1ee7a s\u1ed1 l\u1ea7n xu\u1ea5t hi\u1ec7n m\u1eb7t 5 ch\u1ea5m v\u1edbi t\u1ed5ng s\u1ed1 l\u1ea7n gieo xúc x\u1eafc là:<\/p>","options":["A.<\/strong> $\\dfrac{1}{10}$<\/span>.","B.<\/strong> $\\dfrac{9}{50}$<\/span>.","C.<\/strong> $\\dfrac{3}{25}$<\/span>.","D.<\/strong> $\\dfrac{2}{25}$<\/span>."],"correct":"4","level":"2","hint":"","answer":"Ch\u1ecdn D.<\/strong> $\\dfrac{2}{25}$<\/span>.<\/span><\/p>S\u1ed1 l\u1ea7n xu\u1ea5t hi\u1ec7n m\u1eb7t 5 ch\u1ea5m là 4.<\/p>T\u1ed5ng s\u1ed1 l\u1ea7n gieo là 50.<\/p>T\u1ec9 s\u1ed1 c\u1ee7a s\u1ed1 l\u1ea7n xu\u1ea5t hi\u1ec7n m\u1eb7t 5 ch\u1ea5m v\u1edbi t\u1ed5ng s\u1ed1 l\u1ea7n gieo xúc x\u1eafc là $\\dfrac{4}{50}=\\dfrac{2}{25}$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-04-27 16:21:59","option_type":"math","len":0},{"id":"5038","post_id":"9076","mon_id":"1159414","chapter_id":"1159499","question":"B\u1ed1n b\u1ea1n An, Bình, Hoa, Mai cùng ch\u01a1i ném bóng vào r\u1ed5. M\u1ed7i b\u1ea1n \u0111\u01b0\u1ee3c ném 5 l\u1ea7n. K\u1ebft qu\u1ea3 \u0111\u01b0\u1ee3c ghi trong b\u1ea3ng sau:<\/p><svg height=\"209\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"211\" id=\"canvas_background\" width=\"322\" 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=\"208.99999\" id=\"svg_1\" stroke=\"null\" width=\"320\" x=\"1.5\" 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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>T\u1ed5ng s\u1ed1 l\u1ea7n b\u1ed1n b\u1ea1n ném là<\/p>","options":["A.<\/strong> 20 l\u1ea7n.","B.<\/strong> 5 l\u1ea7n.","C.<\/strong> 15 l\u1ea7n.","D.<\/strong> 25 l\u1ea7n."],"correct":"1","level":"2","hint":"","answer":"Ch\u1ecdn A.<\/strong> 20 l\u1ea7n.<\/span><\/p>Vì m\u1ed7i b\u1ea1n ném 5 l\u1ea7n nên t\u1ed5ng s\u1ed1 l\u1ea7n b\u1ed1n b\u1ea1n ném là 4 x 5 = 20.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-04-27 16:23:00","option_type":"txt","len":0}]}