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HomeLớp 11Hoá học Lớp 11 - Sách Kết nối tri thứcBài 15: AlkaneBài tập nâng cao
{"common":{"save":0,"post_id":"9635","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8253","post_id":"9635","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">Cho alkane X t&aacute;c d\u1ee5ng v\u1edbi brommine theo t\u1ec9 l\u1ec7 mol 1:1 thu \u0111\u01b0\u1ee3c ba d\u1eabn xu\u1ea5t monobrommine. C\u1ea3 ba d\u1eabn xu\u1ea5t \u0111\u1ec1u c&oacute; 52,98 % brommine v\u1ec1 kh\u1ed1i l\u01b0\u1ee3ng. T&ecirc;n g\u1ecdi c\u1ee7a X l&agrave;<\/p>","options":["A. 2,2-dimethylpropane.","B. 2-methylbutane.","C. 2,2-dimethylpentane.","D. pentane."],"correct":"4","level":"3","hint":"","answer":"<p>\u0110&aacute;p &aacute;n:<strong>&nbsp;D. pentane.<\/strong><\/p><p data-end=\"83\" data-start=\"0\">G\u1ecdi c&ocirc;ng th\u1ee9c monobrom c\u1ee7a X l&agrave; CnH2n+1Br<br data-end=\"44\" data-start=\"41\" \/>%Br = 52,98 &rarr; T&iacute;nh kh\u1ed1i l\u01b0\u1ee3ng mol ch\u1ea5t:<\/p><p data-end=\"194\" data-start=\"85\">Br chi\u1ebfm 52,98% n&ecirc;n:<br data-end=\"108\" data-start=\"105\" \/>MBr = 79<br data-end=\"119\" data-start=\"116\" \/>&rarr; M ch\u1ea5t = 79 &times; 100 \/ 52,98 = 149,2<br data-end=\"157\" data-start=\"154\" \/>&rarr; M g\u1ed1c CnH2n+1 = 149,2 &minus; 79 = 70,2<\/p><p data-end=\"237\" data-start=\"196\">&rarr; M = 70 &rarr; CnH2n+1 = C5H11 &rArr; X l&agrave; C5H12<\/p><p data-end=\"306\" data-start=\"239\">C&oacute; 3 d\u1eabn xu\u1ea5t monobrom &rArr; X c&oacute; 3 lo\u1ea1i H kh&aacute;c nhau<br data-end=\"290\" data-start=\"287\" \/>&rarr; X l&agrave; pentane<\/p>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-08 20:33:04","option_type":"txt","len":2},{"id":"8254","post_id":"9635","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">\u0110\u1ed1t ch&aacute;y ho&agrave;n to&agrave;n hydrocarbon A c\u1ea7n v\u1eeba \u0111\u1ee7 3,9664 l&iacute;t O2 (\u0111kc), t\u1ea1o ra 4,4 gam CO2. C&ocirc;ng th\u1ee9c ph&acirc;n t\u1eed c\u1ee7a A l&agrave;<\/p>","options":["A. CH4.","B. C3H8. ","C. C5H12.","D. C6H14."],"correct":"3","level":"3","hint":"","answer":"<p>\u0110&aacute;p &aacute;n:&nbsp;<strong>C. C5H12.<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"300\" width=\"400\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/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>&lt;title&gt;&lt;\/title><image height=\"262\" id=\"svg_1\" stroke=\"null\" width=\"414\" x=\"-2.5\" 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\" y=\"23.5\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-08 20:34:33","option_type":"txt","len":0},{"id":"8255","post_id":"9635","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">Nh\u1ecf l\u1ea7n l\u01b0\u1ee3t hexane v&agrave;o b\u1ed1n \u1ed1ng nghi\u1ec7m:<\/p><p>\u1ed0ng nghi\u1ec7m 1: ch\u1ee9a dung d\u1ecbch KOH<\/p><p>\u1ed0ng nghi\u1ec7m 2: ch\u1ee9a dung d\u1ecbch H2SO4 \u0111\u1eb7c<\/p><p>\u1ed0ng nghi\u1ec7m 3: ch\u1ee9a dung d\u1ecbch KMnO4<\/p><p>\u1ed0ng nghi\u1ec7m 4: ch\u1ee9a benzene<\/p><p>Hexane c&oacute; th\u1ec3 tan trong nh\u1eefng \u1ed1ng nghi\u1ec7m n&agrave;o?<\/p>","options":["A. 1, 2 v&agrave; 3.","B. 1, 2 v&agrave; 4.","C. ch\u1ec9 4.","D. 3 v&agrave; 4."],"correct":"3","level":"3","hint":"","answer":"<p>\u0110&aacute;p &aacute;n:&nbsp;<strong>C. ch\u1ec9 4.<\/strong><\/p><p data-end=\"157\" data-start=\"0\"><strong data-end=\"18\" data-start=\"0\">Hexane (C\u2086H\u2081\u2084)<\/strong> l&agrave; <strong data-end=\"40\" data-start=\"22\">alkane m\u1ea1ch h\u1edf<\/strong>, kh&ocirc;ng ph&acirc;n c\u1ef1c, kh&ocirc;ng ph\u1ea3n \u1ee9ng v\u1edbi c&aacute;c ch\u1ea5t oxi h&oacute;a m\u1ea1nh hay acid, base th&ocirc;ng th\u01b0\u1eddng, v&agrave; tan trong dung m&ocirc;i h\u1eefu c\u01a1.<\/p><p data-end=\"179\" data-start=\"159\">X&eacute;t t\u1eebng \u1ed1ng nghi\u1ec7m:<\/p><ul data-end=\"515\" data-start=\"181\"> <li data-end=\"242\" data-start=\"181\"><p data-end=\"242\" data-start=\"183\"><strong data-end=\"198\" data-start=\"183\">\u1ed0ng 1 (KOH)<\/strong>: dung d\u1ecbch ph&acirc;n c\u1ef1c, hexane <strong data-end=\"240\" data-start=\"227\">kh&ocirc;ng tan<\/strong><\/p><\/li> <li data-end=\"328\" data-start=\"243\"><p data-end=\"328\" data-start=\"245\"><strong data-end=\"266\" data-start=\"245\">\u1ed0ng 2 (H\u2082SO\u2084 \u0111\u1eb7c)<\/strong>: l&agrave; acid m\u1ea1nh, nh\u01b0ng <strong data-end=\"319\" data-start=\"288\">kh&ocirc;ng ph\u1ea3n \u1ee9ng v&agrave; kh&ocirc;ng tan<\/strong> hexane<\/p><\/li> <li data-end=\"420\" data-start=\"329\"><p data-end=\"420\" data-start=\"331\"><strong data-end=\"348\" data-start=\"331\">\u1ed0ng 3 (KMnO\u2084)<\/strong>: l&agrave; ch\u1ea5t oxi h&oacute;a m\u1ea1nh, nh\u01b0ng alkane <strong data-end=\"403\" data-start=\"385\">kh&ocirc;ng ph\u1ea3n \u1ee9ng<\/strong>, <strong data-end=\"418\" data-start=\"405\">kh&ocirc;ng tan<\/strong><\/p><\/li> <li data-end=\"515\" data-start=\"421\"><p data-end=\"515\" data-start=\"423\"><strong data-end=\"442\" data-start=\"423\">\u1ed0ng 4 (benzene)<\/strong>: l&agrave; dung m&ocirc;i h\u1eefu c\u01a1, <strong data-end=\"478\" data-start=\"464\">hexane tan<\/strong> trong benzene do c&ugrave;ng kh&ocirc;ng ph&acirc;n c\u1ef1c<\/p><\/li> <li data-end=\"515\" data-start=\"421\"><p data-end=\"515\" data-start=\"423\"><strong data-end=\"550\" data-start=\"520\">Ch\u1ec9 tan trong \u1ed1ng nghi\u1ec7m 4<\/strong><\/p><\/li><\/ul>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-08 20:35:44","option_type":"txt","len":2}]}
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