Ôn tập một số yếu tố thống kê và xác suất

Home Lớp 5 Toán lớp 5 - Sách Kết nối tri thức Bài 74: Ôn tập một số yếu tố thống kê và xác suấtBài tập trung bình

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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>Tính s\u1ed1 khán giá \u1edf khán \u0111ài B.<\/p>","options":["A.<\/strong> 7500 khán gi\u1ea3","B.<\/strong> 8200 khán gi\u1ea3","C.<\/strong> 7000 khán gi\u1ea3","D.<\/strong> 4500 khán gi\u1ea3"],"correct":"1","level":"2","hint":"","answer":"Ch\u1ecdn A.<\/strong> 7500 khán gi\u1ea3.<\/span><\/p>S\u1ed1 khán gi\u1ea3 \u1edf khán \u0111ài B là 25 000 x 30 : 100 = 7500 (khán gi\u1ea3).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-05-01 15:20:18","option_type":"txt","len":2},{"id":"5249","post_id":"9126","mon_id":"1159414","chapter_id":"1159500","question":"Mô\u0323t trâ\u0323n bo\u0301ng \u0111a\u0301 cu\u0309a gia\u0309i Vô \u0111i\u0323ch Quô\u0301c gia Viê\u0323t Nam co\u0301 25 000 kha\u0301n gia\u0309, s\u1ed1 khán gi\u1ea3 c\u1ee7a m\u1ed7i khán \u0111ài \u0111\u01b0\u1ee3c th\u1ed1ng kê theo t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m bi\u1ec3u di\u1ec5n trong bi\u1ec3u \u0111\u1ed3 d\u01b0\u1edbi \u0111ây.<\/p><svg height=\"271\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"273\" id=\"canvas_background\" width=\"302\" 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=\"269\" id=\"svg_1\" width=\"298\" x=\"2\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>Tính s\u1ed1 khán giá \u1edf khán \u0111ài C.<\/p>","options":["A.<\/strong> 3250 khán gi\u1ea3","B.<\/strong> 3125 khán gi\u1ea3","C.<\/strong> 3100 khán gi\u1ea3","D.<\/strong> 3000 khán gi\u1ea3"],"correct":"2","level":"2","hint":"","answer":"Ch\u1ecdn B.<\/strong> 3125 khán gi\u1ea3.<\/span><\/p>S\u1ed1 khán gi\u1ea3 \u1edf khán \u0111ài C là 25 000 x 12,5 : 100 = 3125 (khán gi\u1ea3).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-05-01 15:23:39","option_type":"txt","len":2},{"id":"5251","post_id":"9126","mon_id":"1159414","chapter_id":"1159500","question":"Mô\u0323t trâ\u0323n bo\u0301ng \u0111a\u0301 cu\u0309a gia\u0309i Vô \u0111i\u0323ch Quô\u0301c gia Viê\u0323t Nam co\u0301 25 000 kha\u0301n gia\u0309, s\u1ed1 khán gi\u1ea3 c\u1ee7a m\u1ed7i khán \u0111ài \u0111\u01b0\u1ee3c th\u1ed1ng kê theo t\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m bi\u1ec3u di\u1ec5n trong bi\u1ec3u \u0111\u1ed3 d\u01b0\u1edbi \u0111ây.<\/p><svg height=\"271\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"273\" id=\"canvas_background\" width=\"302\" 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=\"269\" id=\"svg_1\" width=\"298\" x=\"2\" 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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>Khán \u0111ài A nhi\u1ec1u h\u01a1n khán \u0111ài D bao nhiêu khán gi\u1ea3?<\/p>","options":["A.<\/strong> 5125 khán gi\u1ea3","B.<\/strong> 5600 khán gi\u1ea3","C.<\/strong> 5500 khán gi\u1ea3","D.<\/strong> 5625 khán gi\u1ea3"],"correct":"4","level":"2","hint":"","answer":"Ch\u1ecdn D.<\/strong> 5625 khán gi\u1ea3.<\/span><\/p>Khán \u0111ài A nhi\u1ec1u h\u01a1n khán \u0111ài D s\u1ed1 khán gi\u1ea3 là<\/p>25 000 x (40 – 17,5) : 100 = 5625 (khán gi\u1ea3).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-05-01 15:29:55","option_type":"txt","len":2}]}