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HomeLớp 11Toán lớp 11 - Sách kết nối tri thứcBài 23. Đường thẳng vuông góc với mặt phẳng.Bài tập cơ bản
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Ch\u1ecdn kh\u1eb3ng \u0111\u1ecbnh <strong>\u0111&uacute;ng<\/strong>?<\/p>","options":["<strong>A. <\/strong>N\u1ebfu a \/\/ (P) v&agrave; b <span class=\"math-tex\">$\\bot$<\/span> a th&igrave; b <span class=\"math-tex\">$\\bot$<\/span> (P)","<strong>B. <\/strong>N\u1ebfu a \/\/ (P) v&agrave; b <span class=\"math-tex\">$\\bot$<\/span> (P) th&igrave; b <span class=\"math-tex\">$\\bot$<\/span> a","<strong>C. <\/strong>N\u1ebfu a <span class=\"math-tex\">$\\bot$<\/span> (P) v&agrave; b <span class=\"math-tex\">$\\bot$<\/span> a th&igrave; b \/\/ (P)","<strong>D. <\/strong>N\u1ebfu a \/\/ (P) v&agrave; b \/\/ (P) th&igrave; b <span class=\"math-tex\">$\\bot$<\/span> a"],"correct":"2","level":"1","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.&nbsp;<\/strong>N\u1ebfu a \/\/ (P) v&agrave; b&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(P) th&igrave; b&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;a<\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-21 03:40:26","option_type":"math","len":0},{"id":"5521","post_id":"7118","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho h&igrave;nh ch&oacute;p S.ABCD c&oacute; \u0111&aacute;y l&agrave; h&igrave;nh b&igrave;nh h&agrave;nh t&acirc;m O, SA = SC, SB = SD. Trong&nbsp;c&aacute;c kh\u1eb3ng \u0111\u1ecbnh sau kh\u1eb3ng \u0111\u1ecbnh n&agrave;o <strong>\u0111&uacute;ng<\/strong>?<\/p>","options":["<strong>A. <\/strong>SA <span class=\"math-tex\">$\\bot$<\/span> (ABCD)","<strong>B. <\/strong>SO <span class=\"math-tex\">$\\bot$<\/span> (ABCD)","<strong>C. <\/strong>SC <span class=\"math-tex\">$\\bot$<\/span> (ABCD)","<strong>D. <\/strong>SB <span class=\"math-tex\">$\\bot$<\/span> (ABCD)"],"correct":"2","level":"1","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.&nbsp;<\/strong>SO&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(ABCD)<\/span><\/p><p>Ta c&oacute; O l&agrave; trung \u0111i\u1ec3m c\u1ee7a AC, BD.<\/p><p>M&agrave; SA = SC, SB = SD suy ra <span class=\"math-tex\">$\\Delta$<\/span>SAC v&agrave; <span class=\"math-tex\">$\\Delta$<\/span>SBD c&acirc;n \u1edf S.<\/p><p>Do \u0111&oacute;&nbsp;SO&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;AC, SO&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;BD.<\/p><p>Suy ra SO&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;(ABCD).<\/p><p><span class=\"svgedit\"><svg height=\"250\" width=\"270\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"252\" id=\"canvas_background\" width=\"272\" 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><g id=\"svg_8\"> <image height=\"207\" id=\"svg_1\" width=\"226\" x=\"19\" 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\" y=\"23.5\"><\/image> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"131\" xml:space=\"preserve\" y=\"22\">S<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"242.99999\" xml:space=\"preserve\" y=\"178\">B<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"193.99999\" xml:space=\"preserve\" y=\"237.99999\">C<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"2\" xml:space=\"preserve\" y=\"243.99999\">D<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"21\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"58\" xml:space=\"preserve\" y=\"175\">A<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"123\" xml:space=\"preserve\" y=\"219.99999\">o<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-04-21 03:45:46","option_type":"math","len":0},{"id":"5524","post_id":"7118","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho h&igrave;nh ch&oacute;p S.ABCD c&oacute; \u0111&aacute;y l&agrave; h&igrave;nh vu&ocirc;ng, c\u1ea1nh b&ecirc;n SA vu&ocirc;ng g&oacute;c v\u1edbi \u0111&aacute;y (ABCD).&nbsp;Kh\u1eb3ng \u0111\u1ecbnh n&agrave;o sau \u0111&acirc;y <strong>sai<\/strong>?<\/p>","options":["<strong>A. <\/strong>CD &perp; (SCD)","<strong>B. <\/strong>SA &perp; (ABC)","<strong>C. <\/strong>BC &perp; (SAB)","<strong>D. <\/strong>BD &perp; (SAC)"],"correct":"1","level":"1","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.&nbsp;<\/strong>CD &perp;&nbsp;(SCD)<\/span><\/p><p>V&igrave; CD&nbsp;&sub; (SCD) n&ecirc;n CD&nbsp;&perp; (SCD) l&agrave; sai, suy ra <span style=\"color:#16a085;\">A sai.<\/span><\/p><p>T\u1eeb gi\u1ea3 thi\u1ebft ta c&oacute; SA&nbsp;&perp;&nbsp;(ABC) n&ecirc;n <span style=\"color:#e74c3c;\">B \u0111&uacute;ng<\/span>.<\/p><p>Ta c&oacute;: BC&nbsp;&perp; AB v&agrave; BC&nbsp;&perp; SA &rArr; BC&nbsp;&perp; (SAB) n&ecirc;n <span style=\"color:#e74c3c;\">C \u0111&uacute;ng<\/span>.<\/p><p>Ta c&oacute;: BD&nbsp;&perp; AC, BD&nbsp;&perp; SA &rArr; BD&nbsp;&perp; (SAC) n&ecirc;n <span style=\"color:#e74c3c;\">D \u0111&uacute;ng.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"242\" width=\"306\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"244\" id=\"canvas_background\" width=\"308\" x=\"-1\" 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gJWXLycXVBjRq1WbSGHvg3SZ8n9AiiLe9UqMEqGHJXodKVzJWvN8TzGRUIxnnAPJj+te3bL4pIfrdHH0Vh5LY8iaddw5aQ4NGTxSI2alYnvRExIUN5MpwEeB6bBcKd9IGy0eQQGWpQM\/PFF8d49e+CSKHYBtLCeEs1jQpU6B3r31esWFfuChNOUlPPqe9HqJXdWLhwr1qweuCBgY7KYhEoERMynACcCJQoM4OJE5N4jil8B4puwJeI8B04vSInG+oz3nZbVv8u9MYQ9jNs2Ea\/02bj9e++Oy3D52FoFEp3i5xArjX53f4EwUcauA7JrCQYou\/f70xXEn+JiJAhhYq8iPr3XyNaQweCmVGEAp+PubFoyfwZSnAM9UHXBQr8xntP8P8K1c2DKk5Fi2oPG2kffzw7bMMkWT8V9UnNLFgSKgYNWqdEDMPiaEpDlBMRETJUbsHJwGS\/GScDnykLty5a5F9IC+HhqadGsi+\/jOeLI5hIvngx9A7LOFdwi8G5kgZH2R49VohXmMeCBR4HUqtHecDZFU7j2Ndq1X63dD3VSBARIatXT0t8hwydZhLt+cSMQHYR9IitBvbrxRdRgEQTFsxthgPEdeL7sCBkVXHQF1XBvYPQMCIjYReylJQ05ffyzTfO87C2KomJKezxx4dygcCSvRWBD5SspIU8WuHg8GFP5S5klrUav\/++zn2\/aD0xmBm9YicQdiHTpxexYs\/AKSAFDvLVP\/vsH6xoUU8OMWm4QaxKuFM5tW27iB8TzKei92MVUCxFni8MJ7EAQxgTdiFr0mQSPzEUrB1ajh074+7FHOU3ZZkyvdQNIA2T9RUr9uFl\/SFyREZuv10rtlKxojWCreFbKc8dFiOI7Am7kElP5Fq1hooWIhiwHP\/kkyO4V72MXtAbAojRy8BkPa1yeSchwePx36pVgmiNDN26LVN+YhDYQCtYRRNhFTKZewwWrO8OYvbQw0A632gFSQjl8ZSGHgVSIwXi32Unundfzm666TfWps1C3hsNBXK0cPPNnfhcbiRAEL08l\/Sw952wClnXrtqYHw6qwbBjh+cGxsJBoEn9nAAqayO+8Ysv4gNOPGg31qw5pFLWwOBTBW\/3YAtrIGuE9J27775+ojV8wKdS\/iYrFKm2E2EVMulpX69e4EHiiPND0Qt5wuEkGM3AbSEah4xwpm3WbIq6DjAUe+qpUQHV3tQzZIhW0xQ+W+vWHRat5oOJfRn6Vblyf5oG8JOwCRmChuVFF2iQeErKSf70xWfgpDdv7imJb3dQrmzlygN8PgtuEviNZiQYdBpYBUc2WXlt4bro2DEx4GB0nAeZuTZLJg+TwMNY7r\/ZmWCcStiEDBeXPFmBLCOjrP2dd\/ZUn\/HzzwsdsRyNQHYkGMR8j1wIkTZ48HrxKiI74FuFbBDyuGG6AQ+8+PjAMp1gVVd+Fnp5ZoL7QnrsQ8RoYj8wwiZksuJO7drDRIvvwEmyXDlPznV0w+0KeqbIgwWPcqw0yt8kDUMkTDojRCdcNQycAoab77zjCUaHQKBYb06l6oxAMRTtfJjnPBwTs0INJ\/EwO3OGslgESliETJ+b398g8SNHTvOSVngvAsGRItluoDfZqtV89Tv0hjJqCNWqX38kr+FIBA+yaOjnUWHo+fizGHDixFmVFr1ChT7s3xCnXtUXwHnyyZGilQiUsAiZ9JyGnTzp37yPvvoNemJ266WgCIT0CdJb9eq\/87mRpKRjUZ8Uzwzw8EQGVXm8a9SI83tVUx\/MHsoiNS1bJqjhZIsWM6Myx36oCYuQ4YkjLyZfgQ+UfhIXFaPtCio9Yzn\/jTcmsbi49VFX4SaSIOUQhuqBrAIilZF+XjYUK4nffTdXPdhwX9DqZGgwXcgwIS8vhK+++lO05gwCePHUgqFHZzUw1KAAXueDGpzy+oW\/YjAjzMmTk9Vnwf+PCB2mC5l+adnfIHHk14erhpVWctBTRK6zhg1Hs6pVB4pWwqnggfXyy+PVNRxob\/qHHxJUFovPPptDrjUhxnQhe+UV7SLAcrgdwZwewqH69FnNhUte0NLmzs1aaIOwH\/AfQ9C9N+TqYsmSPfyap8WIBNMiMnUV6k6Si0XoMV3IpDc\/nkh2IjFxH1+6hwAbBWMjzAq9TRTUIOwPiqdgBRmT70YgBEqeexS18RVUAJfvw3QJTUeYg6lChqGhPIlWL\/6BRH69eq3kwwiZ0kVvqIf59ttTeUEOxHoSzgFFbvUFVrA4g3J3mdGXkfMl+zCctuVnfvzxLBIxEzFVyGTqYtSTtDL6IHRpKFNXsmQMe\/XVCe4n8H7xSsKpIGb1+edHqyEk7OGH49i+fZ4sGHC4lSuOH300S7RmBaudbdpoLkeYF0NvL8RuaEQmTBUyWZC1efMZoiUjVvFkRgUdefE+8kgcz56KhQny74ou4Ge2bNn+DIWHkZDynXemcnECb7wxWW3zVp0Lk\/nyNc8+O1q0EmZimpDpezkjR24SrR7QNUeZfTwB4VsVaXbvTs3w9CWiFxT3QAFpfQgZAslRgBgT\/UWKaIkL4Ad2+nTGh7F+OInanUR4ME3I0PXGycRqTRbc\/ex7yvdi17ja8NcULPgbX93xZv52y\/EePF3RE0SMJkEEAua0UDhYX\/wDMcP6XPrjxmk5\/nGNymseVqXKAN5OhIcsQjZ9+nQ2bNgwr+YryKmEE5q5Mg3mIhKffN\/9zS4W7yqnTjwmWL0Z6is2bTpZWb9vxjG3SqHbJz4Vw8Mr7N9hw9m7TSfw98jPhdEcFxEo8CNDTckHHxykric8eOX\/sXp99OhpXhFMtmGkQYQXwx7ZrFl4sri4NW7cmLctX76c3XLLLaxAgQJsxIjscybB2U+eVH3uMXTZsSr4f65X2HZXEbaw\/JNKrGR33Rcb5qrChXDffY\/yVNdPPjmKveB6jbfB8rl+5Lmk8FTEcjqVlSdCAapSYfUa1yDCzWQ1e32VKhR38ZW9e\/ey9evXswMHDrifyTvcgjmfbdy4ka1YYX5xYqdhKGSjRo1ynxRNyMaPHy9aGXvuued4W5EiRUSLMVi6licWKXgkcAaU7TUq9eSBvdKQCA950o1s6dL9vFQ\/8jXhvXe6vmA\/u+qwm10\/qM+7wdWazXeVYQtrNmUTJ2zlWTOokCkRKJjrMjK4UaCYL9w1cuduz551NWHtXLVYWdfnfOTgS2B6\/\/792b333svi4uLcvbmj7us\/naWmprKBAweyfPnyseLFi4tXEr5iKGRVqlRxi4MmZKdPnxatCH4uz9tKlCghWoxB2hOIy733ekprvfmmZ7XnuedG+10FHInzkHxQfoY0fEeLFjP4ROzBgxSM7UTmzdvNs08YGVaYUYDEyJBlAg9Pb5b5WgrE5rnK8lHA4edeF3vrnd27d7PatWu7X+5yP5yXitaMfPDBB+yZZ54RfxG+kkXILly4wA80rEmTJrzt0qVLrE8fiJPLLSY3sa5du\/J2b8AHCycZyQExYdqggZb9Ala16u\/iVb6j96pGcYgSJXrwAHRyTA0\/SDmDeU4jQ+97796ThjbB3UtGdScjw4NNnl8zDSvkcGY1MgwPkenCmyGKAyONzDZv6GIMQRCEK46QMYcPH3Zfu9e698PlPhYTRGtWFi5cyGbMMHZXIryTRci+\/\/57frBhn3zyCfvxxx\/ZQw89xB5++GHWrVs3tnPnTvFKYyZPTlIXDgqF6FdyEPHvb0gPikGgKy8\/AxkEKCwoOJB4sE+fVYbWqdNSfp68GRIW3nFHD0OD47M8T2Ya0vJ8\/PFsQ0MZvAUL9hra+vWH2YEDpwwt0Bz\/vnD58mVWqFAh97672H\/\/+1925Yp3D390Ggj\/ySJkpUqV4ge8cOHCfOwOhg8fzkqWLOm+WO9g8fHxvM0bSGWNiw2T9\/qsAUjtrB9Opqdf4DcUUqMgza8RCB258UaPiKGH5zTgv4Yan0aGEC8k9\/NmmJPxZjJxn9mGUv7eDBPf3qx371U8p76R4bpwEr\/8gkUBrXOAiX0i9GQRMnnAO3fOmK0C3WG058qVS7QYI1cfMScmPfsrVIjly9gANQkRupQ7d7sM\/jmZQcYJ\/XbMgVkVRAB8\/fWfXg3HBL\/XyCA4+J3GllE0zDK4tKCOgJFhWH\/lyr9eDefVmxEauGfkfXX+PKXvMYMMQtawYUN1wFeuXClaNfr1Q9iGtg09NCO2bTvh3q7dHLLgw48\/LuCTrg0ajFJL13rDsBFL2ej2S\/BUhvuEfE3Pnv71xOCk6M3ee2+6V0MWV29mlG\/fDPu\/\/5vg1dq3X8znaowMPbQtW\/72ahSwHBnOnDnjPq\/afQMjzCHDkYWfGA72rbfeKlo08BSpXr0631amTBnRmhWUeJc3JObGkLtJf5NKw6Qrcnv99NMC7lqhty1Ld7LaeZuzvK4f+WvxGXAw1BuqMGf+TDMM32008QuDhzeyIXgz9CC9GRE9YM6LhMx81JFFD0x2gadN88SIYcn4kUce4e2YqMxujN+ywIvsO9cT7EZXK\/frjcUBhgwCeu9ova11FWf\/unKxLq5HDbf7axUr9mXffTfP0ODgiIwG3gyVdFJTzxsaUiAThC+0aNHCfS1qQpbd0HLMmDHif4S\/cCGbM2cOa926tXsI2JIbDujs2bPZyJEj+d9wt1i8eDF\/Q7bkz49JNlbN9b4SEr1hZatOneGGhlAmDEE3tuyJaiVsSkvtb2mLF6d4NfIfI6wMVi3r1avnvgdc7JVXXmH6BbOkpCQ2ZMgQ1qZNG\/cDMlW0Ev4S2r7u+vWM9elj6lI2QdiVAQMGsNtuu42H+UnDNA7aieCgQTtBhJk9e\/You3iRqouHAhIygiBsDwkZQRC2h4SMIAjbQ0JGEITtISEjCML2kJARBGF7SMgIgrA9JGQEQdgcxv4fkEn+50cI5asAAAAASUVORK5CYII=\" 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