{"common":{"save":0,"post_id":"7126","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5610","post_id":"7126","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho hình chóp S.ABC có SB vuông góc (ABC). Góc gi\u1eefa SC v\u1edbi (ABC) là góc gi\u1eefa<\/p>","options":["<strong>A. <\/strong>SC và AC ","<strong>B. <\/strong>SC và AB","<strong>C. <\/strong>SC và BC","<strong>D. <\/strong>SC và SB"],"correct":"3","level":"3","hint":"","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>C. <\/strong>SC và BC<\/span><\/p><p>Vì SB vuông góc v\u1edbi (BC) nên hình chi\u1ebfu vuông góc SC lên (ABC) là BC.<\/p><p>V\u1eady góc gi\u1eefa SC và (ABC) là góc gi\u1eefa SC và BC.<\/p><p><span class=\"svgedit\"><svg height=\"212\" width=\"232\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"214\" id=\"canvas_background\" width=\"234\" 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=\"212\" id=\"svg_1\" width=\"232\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-05 05:49:15","option_type":"txt","len":2},{"id":"5613","post_id":"7126","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho hình thoi ABCD tâm O có BD = 4a, AC = 2a. L\u1ea5y \u0111i\u1ec3m S không thu\u1ed9c (ABCD) sao cho SO ⊥ (ABCD). Bi\u1ebft <span class=\"math-tex\">$\\tan\\widehat{SBO}=\\dfrac{1}{2}$<\/span>. Tính s\u1ed1 \u0111o góc gi\u1eefa SC và (ABCD).<\/p>","options":["<strong>A. <\/strong>30°","<strong>B. <\/strong>75°","<strong>C. <\/strong>60°","<strong>D. <\/strong>45°"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>D. <\/strong>45°<\/span><\/p><p>Góc gi\u1eefa SC và (ABCD) là góc SCO.<\/p><p>BD = 4a nên BO = 2a. Suy ra SO = BO . <span class=\"math-tex\">$\\tan\\widehat{SBO}$<\/span> = <span class=\"math-tex\">$2a . \\dfrac{1}{2}$<\/span> = a.<\/p><p>AC = 2a nên OC = a. V\u1eady <span class=\"math-tex\">$\\tan\\widehat{SCO}=\\dfrac{SO}{OC}=1$<\/span> ⇒ <span class=\"math-tex\">$\\widehat{SCO}=45^o$<\/span>.<\/p><p><span class=\"svgedit\"><svg height=\"249\" width=\"308\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"251\" id=\"canvas_background\" width=\"310\" 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=\"249\" id=\"svg_1\" width=\"308\" x=\"1\" xlink:href=\"data:image\/png;base64,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\" y=\"1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"shape1","user_id":"131","test":"0","date":"2024-05-05 06:00:49","option_type":"txt","len":0},{"id":"5614","post_id":"7126","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho hình chóp S.MNP có \u0111áy là tam giác \u0111\u1ec1u, MN = a, SM vuông góc v\u1edbi m\u1eb7t ph\u1eb3ng \u0111áy, SP = 2a, v\u1edbi 0 < a. Tính góc gi\u1eefa \u0111\u01b0\u1eddng th\u1eb3ng SN và m\u1eb7t ph\u1eb3ng \u0111áy.<\/p>","options":["<strong>A. <\/strong>90°","<strong>B. <\/strong>30°","<strong>C. <\/strong>60°","<strong>D. <\/strong>45°"],"correct":"3","level":"3","hint":"","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>C. <\/strong>60°<\/span><\/p><p>Ta có SN = SP = 2a.<\/p><p>Vì SM ⊥ (MNP) nên hình chi\u1ebfu c\u1ee7a SN trên (MNP) là MN. Do \u0111ó góc gi\u1eefa SN và (MNP) b\u1eb1ng <span class=\"math-tex\">$\\widehat{SNM}$<\/span>.<\/p><p>Hai tam giác vuông <span class=\"math-tex\">$\\Delta$<\/span>SMN = <span class=\"math-tex\">$\\Delta$<\/span>SMP ⇒ SN = SP = 2a.<\/p><p>Ta có: <span class=\"math-tex\">$\\cos\\widehat{SNM}=\\dfrac{MN}{SN}=\\dfrac{1}{2}$<\/span> ⇒ <span class=\"math-tex\">$\\widehat{SNM}=60^o$<\/span>.<\/p><p><span class=\"svgedit\"><svg height=\"244\" width=\"217\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"246\" id=\"canvas_background\" width=\"219\" 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=\"244\" id=\"svg_1\" width=\"217\" x=\"0.5\" xlink:href=\"data:image\/png;base64,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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-05 06:13:08","option_type":"txt","len":0}]}