Biểu đồ hình quạt tròn - Bài tập nâng cao

Home Lớp 7 Toán lớp 7 - Sách kết nối tri thức Bài 18: Biểu đồ hình quạt trònBài tập nâng cao

{"common":{"save":0,"post_id":"5664","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"7812","post_id":"5664","mon_id":"1158532","chapter_id":"1158550","question":"Bi\u1ec3u \u0111\u1ed3 d\u01b0\u1edbi \u0111ây cho bi\u1ebft k\u1ebft qu\u1ea3 h\u1ecdc t\u1eadp cu\u1ed1i h\u1ecdc kì I c\u1ee7a h\u1ecdc sinh kh\u1ed1i 7 t\u1ea1i m\u1ed9t tr\u01b0\u1eddng trung h\u1ecdc c\u01a1 s\u1edf. D\u1ef1a vào \u0111ó hãy cho bi\u1ebft h\u1ecdc sinh \u0111\u1ea1t h\u1ecdc l\u1ef1c gì là ch\u1ee7 y\u1ebfu?<\/p><svg height=\"235\" width=\"315\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"237\" id=\"canvas_background\" width=\"317\" 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=\"243.00001\" id=\"svg_1\" stroke=\"null\" width=\"313.99999\" x=\"0.5\" xlink:href=\"data:image\/png;base64,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\" y=\"-0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> Gi\u1ecfi và trung bình","B.<\/strong> Gi\u1ecfi và khá","C.<\/strong> Y\u1ebfu và kém","D.<\/strong> Khá và trung bình"],"correct":"4","level":"3","hint":"","answer":"D\u1ef1a vào bi\u1ec3u \u0111\u1ed3 ta th\u1ea5y s\u1ed1 h\u1ecdc sinh \u0111\u1ea1t h\u1ecdc l\u1ef1c khá (33%<\/span>) và trung bình (37%<\/span>) là ch\u1ee7 y\u1ebfu.<\/p>\u0110áp án \u0111úng là D.<\/strong> Khá và trung bình<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-08 13:33:54","option_type":"txt","len":2},{"id":"7814","post_id":"5664","mon_id":"1158532","chapter_id":"1158550","question":"Bi\u1ec3u \u0111\u1ed3 d\u01b0\u1edbi \u0111ây cho bi\u1ebft t\u1ec9 l\u1ec7 thí sinh \u0111\u1ea1t huy ch\u01b0\u01a1ng trong m\u1ed9t cu\u1ed9c thi. D\u1ef1a vào bi\u1ec3u \u0111\u1ed3 hãy cho bi\u1ebft trong 1422 thí sinh tham gia d\u1ef1 thi, có kho\u1ea3ng bao nhiêu b\u1ea1n không có huy ch\u01b0\u01a1ng?<\/p><svg height=\"185\" width=\"340\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"187\" id=\"canvas_background\" width=\"342\" 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=\"196\" id=\"svg_1\" width=\"335\" x=\"1.5\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["712","700","711","701"],"correct":"3","level":"3","hint":"","answer":"S\u1ed1 b\u1ea1n không có huy ch\u01b0\u01a1ng là kho\u1ea3ng:<\/p>1422 . 50% =  711 (thí sinh)<\/p>V\u1eady \u0111áp án \u0111úng là 711<\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"3","date":"2022-05-08 13:47:38","option_type":"txt","len":0},{"id":"7816","post_id":"5664","mon_id":"1158532","chapter_id":"1158550","question":"Bi\u1ec3u \u0111\u1ed3 d\u01b0\u1edbi \u0111ây cho bi\u1ebft k\u1ebft qu\u1ea3 h\u1ecdc t\u1eadp cu\u1ed1i h\u1ecdc kì I c\u1ee7a h\u1ecdc sinh kh\u1ed1i 7 t\u1ea1i m\u1ed9t tr\u01b0\u1eddng trung h\u1ecdc c\u01a1 s\u1edf. D\u1ef1a vào \u0111ó hãy cho bi\u1ebft nh\u1eadn xét nào d\u01b0\u1edbi \u0111ây là \u0111úng?<\/p><svg height=\"235\" width=\"315\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"237\" id=\"canvas_background\" width=\"317\" 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=\"243.00001\" id=\"svg_1\" stroke=\"null\" width=\"313.99999\" x=\"0.5\" xlink:href=\"data:image\/png;base64,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\" y=\"-0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i khá tr\u1edf lên chi\u1ebfm 50% t\u1ed5ng s\u1ed1 h\u1ecdc sinh kh\u1ed1i 7","B.<\/strong> S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i trung bình tr\u1edf xu\u1ed1ng chi\u1ebfm g\u1ea7n 50% t\u1ed5ng s\u1ed1 h\u1ecdc sinh kh\u1ed1i 7","C.<\/strong> S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i y\u1ebfu chi\u1ebfm t\u1ec9 l\u1ec7 th\u1ea5p nh\u1ea5t","D.<\/strong> C\u1ea3 A, B, C \u0111\u1ec1u sai"],"correct":"4","level":"3","hint":"","answer":"A.<\/strong> S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i khá tr\u1edf lên chi\u1ebfm 50% t\u1ed5ng s\u1ed1 h\u1ecdc sinh kh\u1ed1i 7  Sai<\/span> vì s\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i khá tr\u1edf lên chi\u1ebfm 45% (12% + 33% = 45%)<\/p>B.<\/strong> S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i trung bình tr\u1edf xu\u1ed1ng chi\u1ebfm g\u1ea7n 50% t\u1ed5ng s\u1ed1 h\u1ecdc sinh kh\u1ed1i 7  Sai<\/span> vì s\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i trung bình tr\u1edf xu\u1ed1ng chi\u1ebfm trên 50% (37% + 13% +5% = 55%)<\/p>C.<\/strong> S\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i y\u1ebfu chi\u1ebfm t\u1ec9 l\u1ec7 th\u1ea5p nh\u1ea5t  Sai<\/span> vì s\u1ed1 h\u1ecdc sinh \u0111\u1ea1t lo\u1ea1i kém chi\u1ebfm t\u1ec9 l\u1ec7 th\u1ea5p nh\u1ea5t (5%)<\/p>D.<\/strong> C\u1ea3 A, B, C \u0111\u1ec1u sai   \u0110úng<\/span><\/p>\u0110áp án \u0111úng là  D.<\/strong> C\u1ea3 A, B, C \u0111\u1ec1u sai<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2022-05-08 13:57:15","option_type":"txt","len":3}]}