Phép chiếu song song

Home Lớp 11 Toán lớp 11 - Sách kết nối tri thức Bài 14. Phép chiếu song song.Bài tập cơ bản

{"common":{"save":0,"post_id":"7078","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5164","post_id":"7078","mon_id":"1158924","chapter_id":"1159156","question":"Trong các m\u1ec7nh \u0111\u1ec1 sau, m\u1ec7nh \u0111\u1ec1 nào \u0111úng<\/strong>?<\/p>","options":["A.<\/strong> Hình chi\u1ebfu song song c\u1ee7a hai \u0111\u01b0\u1eddng th\u1eb3ng c\u1eaft nhau là hai \u0111\u01b0\u1eddng th\u1eb3ng song song.","B.<\/strong> Hình chi\u1ebfu song song c\u1ee7a m\u1ed9t hình bình hành là m\u1ed9t hình bình hành.","C.<\/strong> Phép chi\u1ebfu song song bi\u1ebfn m\u1ed9t tam giác thành m\u1ed9t tam giác n\u1ebfu m\u1eb7t ph\u1eb3ng ch\u1ee9a tam giác không cùng ph\u01b0\u01a1ng v\u1edbi ph\u01b0\u01a1ng chi\u1ebfu.","D.<\/strong> Phép chi\u1ebfu song song không làm thay \u0111\u1ed5i t\u1ec9 s\u1ed1 \u0111\u1ed9 dài c\u1ee7a hai \u0111o\u1ea1n th\u1eb3ng."],"correct":"3","level":"1","hint":"","answer":"Ch\u1ecdn C.<\/strong> Phép chi\u1ebfu song song bi\u1ebfn m\u1ed9t tam giác thành m\u1ed9t tam giác n\u1ebfu m\u1eb7t ph\u1eb3ng ch\u1ee9a tam giác không cùng ph\u01b0\u01a1ng v\u1edbi ph\u01b0\u01a1ng chi\u1ebfu.<\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-02-18 02:18:15","option_type":"txt","len":3},{"id":"5166","post_id":"7078","mon_id":"1158924","chapter_id":"1159156","question":"Trên hình 1 có AH $\\perp$<\/span> BC, HB = HC và trên hình 2 có AB \/\/ CD, AD \/\/ BC, AC $\\perp$<\/span> BD.<\/p><svg height=\"300\" width=\"400\"> <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><line fill=\"none\" id=\"svg_1\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"87.36665\" x2=\"33.36665\" y1=\"46.04999\" y2=\"151.04999\"><\/line> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"148.36665\" x2=\"87.36665\" y1=\"149.04999\" y2=\"44.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"32.36665\" x2=\"148.36665\" y1=\"151.04999\" y2=\"150.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"88.36665\" x2=\"88.36665\" y1=\"47.04999\" y2=\"150.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"83.36665\" x2=\"83.36665\" y1=\"182.04999\" y2=\"183.04999\"><\/line> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"75.36665\" xml:space=\"preserve\" y=\"34.05\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_7\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"18.36665\" xml:space=\"preserve\" y=\"165.04999\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"154.36665\" xml:space=\"preserve\" y=\"163.04999\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"83.36665\" xml:space=\"preserve\" y=\"169.04999\">H<\/text> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_10\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"249.36664\" x2=\"364.36664\" y1=\"45.04999\" y2=\"44.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_11\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"215.36664\" x2=\"248.36664\" y1=\"148.04999\" y2=\"47.05\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_12\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"363.36664\" x2=\"329.36664\" y1=\"44.04999\" y2=\"149.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_13\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"216.36664\" x2=\"329.36664\" y1=\"148.04999\" y2=\"148.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_14\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"248.36664\" x2=\"329.36664\" y1=\"46.04999\" y2=\"146.04999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_15\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"216.36664\" x2=\"364.36664\" y1=\"147.04999\" y2=\"43.05\"><\/line> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_16\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"233.36664\" xml:space=\"preserve\" y=\"34.05\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_17\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"218.36664\" xml:space=\"preserve\" y=\"165.04999\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_18\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"339.36664\" xml:space=\"preserve\" y=\"160.04999\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_19\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"379.36664\" xml:space=\"preserve\" y=\"52.04999\">D<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_20\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"286.36664\" xml:space=\"preserve\" y=\"83.04999\">O<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_21\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"32.36665\" xml:space=\"preserve\" y=\"215.04999\">Hình 1<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_22\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"258.36664\" xml:space=\"preserve\" y=\"211.04999\">Hình 2<\/text> <\/g> <\/svg><\/span><\/p>Hãy ch\u1ecdn m\u1ec7nh \u0111\u1ec1 \u0111úng<\/strong> trong các m\u1ec7nh \u0111\u1ec1 sau:<\/p>","options":["A.<\/strong> ABC là tam giác \u0111\u1ec1u","B.<\/strong> ABC là tam giác cân t\u1ea1i A","C.<\/strong> ABCD là hình thoi","D.<\/strong> C\u1ea3 B và C \u0111\u1ec1u \u0111úng"],"correct":"4","level":"1","hint":"","answer":"Ch\u1ecdn D.<\/strong> C\u1ea3 B và C \u0111\u1ec1u \u0111úng<\/span><\/p>Nhìn hình v\u1ebd ta th\u1ea5y:<\/p>- Tam giác ABC có AH v\u1eeba là \u0111\u01b0\u1eddng cao, v\u1eeba là \u0111\u01b0\u1eddng trung tuy\u1ebfn nên ABC cân t\u1ea1i A → B \u0111úng<\/span>.<\/p>- T\u1ee9 giác ABCD có AB \/\/ CD, AD \/\/ BC nên ABCD là hình bình hành, l\u1ea1i có hai \u0111\u01b0\u1eddng chéo AC $\\perp$<\/span> BD nên ABCD là hình thoi → C \u0111úng<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-02-18 02:29:10","option_type":"txt","len":2},{"id":"5169","post_id":"7078","mon_id":"1158924","chapter_id":"1159156","question":"Trên hình, ta có phép chi\u1ebfu song song theo ph\u01b0\u01a1ng d và m\u1eb7t ph\u1eb3ng chi\u1ebfu (P); trong \u0111ó AB \/\/ CG và AB = DG; g\u1ecdi A', B', C', D', E', G' l\u1ea7n l\u01b0\u1ee3t là hình chi\u1ebfu c\u1ee7a A, B, C, D, E, G qua phép chi\u1ebfu trên.<\/p><svg height=\"196\" width=\"344\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"198\" 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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>M\u1ec7nh \u0111\u1ec1 nào sau \u0111ây \u0111úng<\/strong>?<\/p>","options":["A.<\/strong> $\\dfrac{DG}{AB}=\\dfrac{D^{\\prime}G^{\\prime}}{A^{\\prime}B^{\\prime}}=1$<\/span>","B.<\/strong> $\\dfrac{C^{\\prime}D^{\\prime}}{D^{\\prime}E^{\\prime}}=\\dfrac{CD}{DE}$<\/span>","C.<\/strong> D'G' = A'B'","D.<\/strong> T\u1ea5t c\u1ea3 A, B, C \u0111\u1ec1u \u0111úng."],"correct":"4","level":"1","hint":"Phép chi\u1ebfu song song gi\u1eef nguyên t\u1ec9 s\u1ed1 \u0111\u1ed9 dài c\u1ee7a hai \u0111o\u1ea1n th\u1eb3ng cùng n\u1eb1m trên m\u1ed9t \u0111\u01b0\u1eddng th\u1eb3ng ho\u1eb7c n\u1eb1m trên hai \u0111\u01b0\u1eddng th\u1eb3ng song song.<\/p>","answer":"Ch\u1ecdn D.<\/strong> T\u1ea5t c\u1ea3 A, B, C \u0111\u1ec1u \u0111úng.<\/span><\/p>Theo \u0111\u1ecbnh lí 2, ta th\u1ea5y câu A và B \u0111úng<\/span>.<\/p>T\u1eeb câu A \u0111úng suy ra câu C \u0111úng<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-02-18 02:39:02","option_type":"math","len":0}]}