{"common":{"save":0,"post_id":"9662","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8333","post_id":"9662","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">\u0110\u1ed1t cháy hoàn toàn m (g) h\u1ed7n h\u1ee3p X g\u1ed3m CH­4, C3H6 và C4H10 thu \u0111\u01b0\u1ee3c 4,4g CO2 và 2,52g H2O, m có giá tr\u1ecb nào trong s\u1ed1 các ph\u01b0\u01a1ng án sau ?<\/p>","options":["A. 1,48g","B. 2,48 g","C. 14,8g ","D. 24,7 g"],"correct":"1","level":"2","hint":"","answer":"<p>\u0110áp án:<strong> A. 1,48g<\/strong><\/p><p data-end=\"107\" data-start=\"0\">nCO2 = 4,4 : 44 = 0,1 mol → s\u1ed1 mol C = 0,1 mol<br data-end=\"58\" data-start=\"55\" \/>nH2O = 2,52 : 18 = 0,14 mol → s\u1ed1 mol H = 0,28 mol<\/p><p data-end=\"193\" data-start=\"109\">Gi\u1ea3i h\u1ec7:<br data-end=\"120\" data-start=\"117\" \/>a + 3b + 4c = 0,1<br data-end=\"140\" data-start=\"137\" \/>4a + 6b + 10c = 0,28<br data-end=\"163\" data-start=\"160\" \/>⇒ b + c = 0,02 và a + c = 0,04<\/p><p data-end=\"228\" data-start=\"195\">L\u1ea5y c = 0,01 ⇒ a = 0,03; b = 0,01<\/p><p data-end=\"289\" data-start=\"230\">Tính kh\u1ed1i l\u01b0\u1ee3ng:<br data-end=\"249\" data-start=\"246\" \/>m = 0,03×16 + 0,01×42 + 0,01×58 = 1,48 g<\/p>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-14 22:19:09","option_type":"txt","len":0},{"id":"8334","post_id":"9662","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">Cho 3,3 gam h\u1ed7n h\u1ee3p 2 alkyne \u0111\u1ed3ng \u0111\u1eb3ng liên ti\u1ebfp vào 200ml dung dich Br2 1M. L\u01b0\u1ee3ng Br2 v\u1eeba \u0111\u1ee7 \u0111\u1ec3 ph\u1ea3n \u1ee9ng h\u1ebft v\u1edbi h\u1ed7n h\u1ee3p. Công th\u1ee9c 2 alkyne là<\/p>","options":["A. C2H2 ;C3H4","B. C3H4 ; C4H6","C. C4H6 ; C5H8 ","D. C5H8 ; C2H2"],"correct":"1","level":"2","hint":"","answer":"<p>\u0110áp án: <strong>A. C2H2 ;C3H4<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"300\" width=\"400\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" 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 height=\"272.99999\" id=\"svg_1\" stroke=\"null\" width=\"334\" x=\"32.5\" 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\" y=\"15.00001\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-14 22:20:32","option_type":"txt","len":1},{"id":"8335","post_id":"9662","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">Khi cho isoprene tác d\u1ee5ng v\u1edbi dung d\u1ecbch Br2 theo t\u1ec9 l\u1ec7 1:1 có th\u1ec3 thu \u0111\u01b0\u1ee3c bao nhiêu s\u1ea3n ph\u1ea9m dibrommine (k\u1ec3 c\u1ea3 \u0111\u1ed3ng phân hình h\u1ecdc)<\/p>","options":["A. 4","B. 2","C. 3 ","D. 5"],"correct":"1","level":"2","hint":"","answer":"<p>\u0110áp án: <strong>A. 4<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"300\" width=\"400\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"302\" 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 height=\"165.00001\" id=\"svg_1\" stroke=\"null\" width=\"385.00001\" x=\"5.99999\" 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y=\"69.49999\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-14 22:21:40","option_type":"txt","len":0}]}