Góc - Bài tập trung bình số 2

Home Toán lớp 6 Tập 2 Những hình hình học cơ bản Bài 36: GócBài tập trung bình

{"common":{"save":0,"post_id":"4841","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8838","post_id":"4841","mon_id":"1158113","chapter_id":"1158164","question":"\u0110\u1ecdc tên các góc b\u1eb9t <\/strong>có trong hình v\u1ebd d\u01b0\u1edbi \u0111ây.<\/p><svg height=\"260\" width=\"270\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"262\" 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><title><\/title><image height=\"245\" id=\"svg_1\" width=\"251\" x=\"0.5\" xlink:href=\"data:image\/png;base64,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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A.<\/strong> Góc xOy và góc yOz","B. <\/strong>Góc xOt và góc yOz","C.<\/strong> Góc zOy và góc tOy","D. <\/strong>Góc xOz và góc yOz"],"correct":"2","level":"2","hint":"","answer":"Trong hình v\u1ebd có 2 góc b\u1eb9t là  góc xOt  (hay góc tOx) và góc yOz (hay góc zOy).<\/p>\u0110áp án \u0111úng là  B. Góc xOt và góc yOz<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2021-10-09 12:44:47","option_type":"txt","len":2},{"id":"8840","post_id":"4841","mon_id":"1158113","chapter_id":"1158164","question":"Có bao nhiêu góc khác góc b\u1eb9t trong hình v\u1ebd d\u01b0\u1edbi \u0111ây?<\/p><svg height=\"240\" width=\"270\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"242\" 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><title><\/title><image height=\"245\" id=\"svg_1\" width=\"251\" x=\"-2.5\" xlink:href=\"data:image\/png;base64,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\" y=\"-13.5\"><\/image> <\/g> <\/svg><\/span><\/p>\u0110áp s\u1ed1:   Có <input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/> góc khác góc b\u1eb9t.<\/span><\/strong><\/p>","options":"","correct":["[\"4\"]"],"level":"2","hint":"","answer":"Trong hình v\u1ebd có 4 <\/span>góc khác góc b\u1eb9t là $\\widehat{xOy}$<\/span> , $\\widehat{yOt}$<\/span> , $\\widehat{tOz}$<\/span>   và $\\widehat{zOx}$<\/span><\/p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n là  4<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2021-10-09 12:48:13"},{"id":"8842","post_id":"4841","mon_id":"1158113","chapter_id":"1158164","question":"K\u1ec3 tên các góc có \u0111\u1ec9nh A<\/strong> trong hình v\u1ebd.<\/p><svg height=\"180\" width=\"150\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"182\" id=\"canvas_background\" width=\"152\" 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=\"182\" id=\"svg_1\" width=\"134\" x=\"8\" xlink:href=\"data:image\/png;base64,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\" y=\"-2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["$\\widehat{BAD},\\widehat{BAC}, \\widehat{DAC}$<\/span>","$\\widehat{BAC}, \\widehat{DAC}$<\/span>","$\\widehat{BAD},\\widehat{BAC}$<\/span>"],"correct":"1","level":"2","hint":"","answer":"Trong hình v\u1ebd có 3 góc có \u0111\u1ec9nh là A là các góc: $\\widehat{BAD},\\widehat{BAC}, \\widehat{DAC}$<\/span><\/p>\u0110áp án \u0111úng là   $\\widehat{BAD},\\widehat{BAC}, \\widehat{DAC}$<\/span><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"1","date":"2021-10-09 12:52:29","option_type":"math","len":0}]}