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HomeLớp 11Toán lớp 11 - Sách kết nối tri thứcBài 23. Đường thẳng vuông góc với mặt phẳng.Bài tập trung bình
{"common":{"save":0,"post_id":"7120","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5514","post_id":"7120","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho h&igrave;nh ch&oacute;p S.ABC c&oacute;&nbsp;\u0111&aacute;y ABC l&agrave; tam gi&aacute;c \u0111\u1ec1u, c\u1ea1nh b&ecirc;n SA vu&ocirc;ng g&oacute;c v\u1edbi \u0111&aacute;y.&nbsp;G\u1ecdi M, N l\u1ea7n l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m c\u1ee7a AB v&agrave; SB. Trong c&aacute;c m\u1ec7nh \u0111\u1ec1 sau, m\u1ec7nh \u0111\u1ec1 n&agrave;o l&agrave; m\u1ec7nh&nbsp;\u0111\u1ec1 <strong>sai<\/strong>?<\/p>","options":["<strong>A. <\/strong>CM &perp; SB","<strong>B. <\/strong>CM &perp; AN","<strong>C. <\/strong>MN &perp; MC","<strong>D. <\/strong>AN &perp; BC"],"correct":"4","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.&nbsp;<\/strong>AN &perp; BC<\/span><\/p><p>Ta c&oacute;: CM&nbsp;&perp; AB, CM&nbsp;&perp; SA&nbsp;&rArr; CM&nbsp;&perp; (SAB)&nbsp;&rArr; CM&nbsp;&perp; SB n&ecirc;n <span style=\"color:#c0392b;\">A \u0111&uacute;ng<\/span>.<\/p><p>M&agrave; AN&nbsp;&sub; (SAB)&nbsp;&rArr; CM&nbsp;&perp; AN n&ecirc;n <span style=\"color:#c0392b;\">B \u0111&uacute;ng<\/span>.<\/p><p>M\u1eb7t kh&aacute;c MN&nbsp;\/\/ SA, SA&nbsp;&perp; (ABC)&nbsp;&rArr; MN&nbsp;&perp; (ABC) m&agrave; CM&nbsp;&sub; (ABC)&nbsp;&rArr; MN&nbsp;&perp; CM n&ecirc;n <span style=\"color:#c0392b;\">C \u0111&uacute;ng<\/span>.<\/p><p><span class=\"svgedit\"><svg height=\"300\" width=\"270\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"272\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_3\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <g id=\"svg_21\"> <g id=\"svg_14\"> <g id=\"svg_7\"> <g id=\"svg_4\"> <path d=\"m186.70865,267.57889l53.94635,-68.62414l-220,0.74591l166.05365,67.87823z\" fill=\"none\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\"><\/path> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"20.9458\" x2=\"20.9458\" y1=\"18.85\" y2=\"201.36469\"><\/line> <\/g> <line fill=\"none\" id=\"svg_6\" stroke=\"#ffffff\" stroke-dasharray=\"5,5\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"2\" x1=\"30\" x2=\"227.99999\" y1=\"199\" y2=\"198.84999\"><\/line> <\/g> <line fill=\"none\" id=\"svg_8\" stroke=\"#000000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"1.5\" x1=\"20\" x2=\"186.99999\" y1=\"17.85\" y2=\"266.84999\"><\/line> <line fill=\"none\" id=\"svg_9\" stroke=\"#000000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-width=\"1.5\" x1=\"241.99999\" x2=\"20\" y1=\"198.84999\" y2=\"18.85\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_10\" stroke=\"#000000\" stroke-dasharray=\"5,5\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"239.99999\" x2=\"103\" y1=\"197.84999\" y2=\"233.84999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_11\" stroke=\"#000000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"20\" x2=\"104\" y1=\"200.84999\" y2=\"145.84999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_12\" stroke=\"#000000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"116\" x2=\"127\" y1=\"237.84999\" y2=\"234.84999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_13\" stroke=\"#000000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"117\" x2=\"128\" y1=\"229.84999\" y2=\"233.84999\"><\/line> <\/g> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_15\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"2\" xml:space=\"preserve\" y=\"21.85\">S<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_16\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"244.99999\" xml:space=\"preserve\" y=\"202.84999\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_17\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"179.99999\" xml:space=\"preserve\" y=\"287.84999\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_18\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"2\" xml:space=\"preserve\" y=\"207.84999\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_19\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"90\" xml:space=\"preserve\" y=\"254.84999\">M<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_20\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"109\" xml:space=\"preserve\" y=\"144.84999\">N<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-21 03:06:37","option_type":"txt","len":1},{"id":"5535","post_id":"7120","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho t\u1ee9 di\u1ec7n ABCD c&oacute; AB = AC = 2, DB = DC = 3. Kh\u1eb3ng \u0111\u1ecbnh n&agrave;o sau \u0111&acirc;y <strong>\u0111&uacute;ng<\/strong>?<\/p>","options":["<strong>A. <\/strong>BC &perp; AD","<strong>B. <\/strong>AC &perp; BD","<strong>C. <\/strong>AB &perp; (BCD)","<strong>D. <\/strong>DC &perp; (ABC)"],"correct":"1","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.&nbsp;<\/strong>BC &perp;&nbsp;AD<\/span><\/p><p>Theo gi\u1ea3 thi\u1ebft ta c&oacute;&nbsp;<span class=\"math-tex\">$\\Delta$<\/span>ABC,&nbsp;<span class=\"math-tex\">$\\Delta$<\/span>DBC l\u1ea7n l\u01b0\u1ee3t c&acirc;n t\u1ea1i A, D. G\u1ecdi H l&agrave; trung \u0111i\u1ec3m c\u1ee7a BC.<\/p><p>Suy ra AH&nbsp;&perp; BC v&agrave; DH&nbsp;&perp; BC&nbsp;&rArr; BC&nbsp;&perp; (ADH)&nbsp;&rArr; BC&nbsp;&perp; AD.<\/p><p><span class=\"svgedit\"><svg height=\"300\" width=\"260\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"262\" 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&gt; <image height=\"295.99998\" id=\"svg_1\" stroke=\"null\" width=\"260.00001\" x=\"1.5\" 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\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-21 04:59:51","option_type":"txt","len":2},{"id":"5538","post_id":"7120","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho t\u1ee9 di\u1ec7n \u0111\u1ec1u ABCD c&oacute; M, N l\u1ea7n l\u01b0\u1ee3t l&agrave; trung \u0111i\u1ec3m c\u1ee7a c&aacute;c c\u1ea1nh AB v&agrave; CD.&nbsp;M\u1ec7nh \u0111\u1ec1 n&agrave;o sau \u0111&acirc;y <strong>sai<\/strong>?<\/p>","options":["<strong>A. <\/strong>MN &perp; AB","<strong>B. <\/strong>MN &perp; BD","<strong>C. <\/strong>MN &perp; CD","<strong>D. <\/strong>AB &perp; CD"],"correct":"2","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.&nbsp;<\/strong>MN &perp; BD<\/span><\/p><p>&Delta;NAB c&acirc;n t\u1ea1i N n&ecirc;n MN&nbsp;&perp; AB.<\/p><p>&Delta;MCD c&acirc;n t\u1ea1i M n&ecirc;n MN&nbsp;&perp; CD.<\/p><p>CD&nbsp;&perp; (ABN) n&ecirc;n CD&nbsp;&perp; AB.<\/p><p>Gi\u1ea3 s\u1eed MN&nbsp;&perp; BD m&agrave; MN&nbsp;&perp; AB. Suy ra MN&nbsp;&perp; (ABD) (v&ocirc; l&iacute; v&igrave; ABCD l&agrave; t\u1ee9 di\u1ec7n \u0111\u1ec1u).<\/p><p>V\u1eady c&acirc;u B sai.<\/p><p><span class=\"svgedit\"><svg height=\"235\" width=\"220\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"237\" id=\"canvas_background\" width=\"222\" 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=\"235\" id=\"svg_1\" width=\"220\" x=\"1\" 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