Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
Bạn hãy xác thực địa chỉ email đăng ký nhé. Chi tiết xem tại đây
Đăng kí mua thẻ | Câu hỏi thường gặp
Đăng nhập Đăng ký
  • Lớp học
    • Lớp 1
    • Lớp 2
    • Lớp 3
    • Lớp 4
    • Lớp 5
    • Lớp 6
    • Lớp 7
    • Lớp 8
    • Lớp 9
    • Lớp 10
    • Lớp 11
    • Lớp 12
  • Kiểm Tra
    • Đề kiểm tra 15 phút, 1 tiết
    • Đề kiểm tra học kỳ
  • Thi đấu
  • Ôn thi TN THPT
    • Ôn thi tốt nghiệp THPT môn Toán - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Ngữ văn - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Vật lý- Lớp 12
    • Ôn thi tốt nghiệp THPT môn Hoá học - Lớp 12
  • Giới thiệu
  • VinaPhone
Học tiếng Anh online - Học tiếng Anh trên mạng - Học tiếng Anh trực tuyến
HomeLớp 9Toán lớp 9 - Sách Kết nối tri thứcLuyện tập chung (sau bài 13, 14, 15)Bài tập trung bình
{"common":{"save":0,"post_id":"7931","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8325","post_id":"7931","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m O, \u0111\u01b0\u1eddng k&iacute;nh AB, b&aacute;n k&iacute;nh OC,&nbsp;d&acirc;y cung PQ kh&ocirc;ng qua t&acirc;m. Ch\u1ecdn \u0111&aacute;p &aacute;n <strong>\u0111&uacute;ng<\/strong>:<\/p><p><span class=\"svgedit\"><svg height=\"180\" width=\"210\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"182\" id=\"canvas_background\" width=\"212\" 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_13\"> <ellipse cx=\"104.49999\" cy=\"85.02272\" fill=\"#aaffff\" id=\"svg_1\" rx=\"80\" ry=\"80\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"24.5\" x2=\"185\" y1=\"85.52272\" y2=\"85.52272\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(40 72.25000000000001,60.02271270751954) \" x1=\"32\" x2=\"112.50001\" y1=\"60.02271\" y2=\"60.02271\"><\/line> <ellipse cx=\"100.99999\" cy=\"85.52272\" fill=\"#ff0000\" id=\"svg_4\" rx=\"2.5\" ry=\"2\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"61.49999\" x2=\"172.49999\" y1=\"153.52272\" y2=\"128.52272\"><\/line> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"1.5\" xml:space=\"preserve\" y=\"88.52272\">A<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"191.49999\" xml:space=\"preserve\" y=\"88.52272\">B<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"104.49999\" xml:space=\"preserve\" y=\"75.52272\">O<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"25.49999\" xml:space=\"preserve\" y=\"32.52272\">C<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" id=\"svg_10\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"47.49999\" xml:space=\"preserve\" y=\"171.52272\">P<\/text> <text fill=\"#000000\" font-family=\"&rsquo;Times New Roman&rsquo;, Times, serif\" font-size=\"24\" id=\"svg_11\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"177.49999\" xml:space=\"preserve\" y=\"141.52272\">Q<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> PQ &gt; OB","<strong>B.<\/strong> PQ &lt; AB","<strong>C.<\/strong> OC &gt; PQ","<strong>D.<\/strong> OC = AB"],"correct":"2","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;PQ &lt; AB<\/span><\/p><p>Trong m\u1ed9t \u0111\u01b0\u1eddng tr&ograve;n, \u0111\u01b0\u1eddng k&iacute;nh l&agrave; d&acirc;y cung l\u1edbn nh\u1ea5t suy ra&nbsp;PQ &lt; AB.<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"127","test":"0","date":"2024-11-04 02:02:07","option_type":"txt","len":0},{"id":"8327","post_id":"7931","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho tam gi&aacute;c ABC vu&ocirc;ng t\u1ea1i A c&oacute; AB = 3 cm, AC = 4 cm.&nbsp;B&aacute;n k&iacute;nh \u0111\u01b0\u1eddng tr&ograve;n \u0111i qua ba \u0111\u1ec9nh A, B, C l&agrave;:&nbsp;<\/p>","options":["<strong>A.<\/strong> 2 cm","<strong>B.<\/strong> 3,5 cm","<strong>C.<\/strong> 3 cm","<strong>D.<\/strong> 2,5 cm"],"correct":"4","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;2,5 cm<\/span><\/p><p>&Aacute;p d\u1ee5ng \u0111\u1ecbnh l&iacute; Pythagore, ta c&oacute; <span class=\"math-tex\">$BC =\\sqrt{AB^2+AC^2}=\\sqrt{3^2+4^2}=5$<\/span>&nbsp;(cm)<\/p><p>G\u1ecdi O l&agrave; trung \u0111i\u1ec3m c\u1ee7a BC.<\/p><p>Theo t&iacute;nh ch\u1ea5t trung tuy\u1ebfn \u1ee9ng v\u1edbi c\u1ea1nh huy\u1ec1n b\u1eb1ng n\u1eeda&nbsp;c\u1ea1nh huy\u1ec1n, do \u0111&oacute; OA = OB = OC = 2,5 cm.<\/p><p>V\u1eady&nbsp;b&aacute;n k&iacute;nh \u0111\u01b0\u1eddng tr&ograve;n \u0111i qua ba \u0111\u1ec9nh A, B, C l&agrave;&nbsp;R = 2,5 cm.<\/p><p><span class=\"svgedit\"><svg height=\"222\" width=\"238\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"224\" id=\"canvas_background\" width=\"240\" 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=\"222\" id=\"svg_1\" stroke=\"null\" width=\"238\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"-1\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-11-04 02:09:25","option_type":"txt","len":0},{"id":"8329","post_id":"7931","mon_id":"1159278","chapter_id":"1159329","question":"<p>Trong h\u1ec7 tr\u1ee5c t\u1ecda \u0111\u1ed9 Oxy, cho E(0; 4), P(2; 0) v&agrave; M&nbsp;l&agrave;&nbsp;\u0111i\u1ec3m thu\u1ed9c \u0111o\u1ea1n EP sao cho tung \u0111\u1ed9 c\u1ee7a M b\u1eb1ng 2. Khi \u0111&oacute; hai \u0111i\u1ec3m E, P thu\u1ed9c \u0111\u01b0\u1eddng tr&ograve;n:<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\bigg(M;\\dfrac{MO}{2}\\bigg)$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\bigg(O;\\dfrac{OM}{2}\\bigg)$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$(M;MO)$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$(O;OM)$<\/span>"],"correct":"3","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;<span class=\"math-tex\">$(M;MO)$<\/span><\/span><\/p><p>Tung \u0111\u1ed9 c\u1ee7a M b\u1eb1ng 2 n&ecirc;n M l&agrave; trung \u0111i\u1ec3m c\u1ee7a PE.<\/p><p>&Delta;POE vu&ocirc;ng t\u1ea1i O n&ecirc;n MO = ME = MP.<\/p><p>Do \u0111&oacute; E , P thu\u1ed9c \u0111\u01b0\u1eddng&nbsp;tr&ograve;n <span style=\"color:#16a085;\"><span class=\"math-tex\">$(M;MO)$<\/span><\/span>.<\/p><p><span class=\"svgedit\"><svg height=\"206\" width=\"202\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"208\" id=\"canvas_background\" width=\"204\" 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=\"206\" id=\"svg_1\" stroke=\"null\" width=\"202\" 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","time":"0","user_id":"127","test":"0","date":"2024-11-04 02:15:37","option_type":"math","len":0}]}
Giới thiệu  |   Câu hỏi thường gặp   |    Kiểm tra   |    Học mà chơi   |    Tin tức   |    Quy định sử dụng   |    Chính sách bảo mật   |    Góp ý - Liên hệ
Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
  • Lớp 4
    • Toán lớp 4
    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
  • Lớp 2
    • Toán lớp 2
    • Tiếng Việt lớp 2
  • Lớp 5
    • Toán lớp 5
    • Tiếng Việt lớp 5
    • Soạn Tiếng Việt 5
  • Lớp 3
    • Toán lớp 3
    • Tiếng Việt lớp 3
    • Soạn Tiếng Việt 3
  • Trung học cơ sở
  • Lớp 6
    • Toán lớp 6
    • Vật Lý 6
    • Soạn văn 6
  • Lớp 7
    • Toán lớp 7
    • Vật Lý 7
    • Soạn văn 7
  • Lớp 8
    • Toán lớp 8
    • Vật Lý 8
    • Hóa Học 8
    • Soạn văn 8
  • Lớp 9
    • Toán lớp 9
    • Hóa Học 9
    • Soạn văn 9
  • Trung học phổ thông
  • Lớp 10
    • Toán lớp 10
    • Vật Lý 10
    • Hóa học 10
  • Lớp 11
    • Toán lớp 11
    • Vật Lý 11
    • Hóa học 11
  • Lớp 12
    • Toán lớp 12
    • Vật Lý 12
    • Hóa học 12
  • LuyenThi123.Com - a product of BeOnline Co., Ltd. (Cty TNHH Hãy Trực Tuyến)
    Giấy phép ĐKKD số: 0102852740 cấp bởi Sở Kế hoạch và Đầu tư Hà Nội ngày 7/8/2008
    Giấy phép cung cấp dịch vụ mạng xã hội học tập trực tuyến số: 524/GP-BTTTT cấp ngày 24/11/2016 bởi Bộ Thông Tin & Truyền Thông

    Tel: 02473080123 - 02436628077  (8:30am-9pm)  | Email: hotro@luyenthi123.com
    Địa chỉ: số nhà 13, ngõ 259/9 phố Vọng, Đồng Tâm, Hai Bà Trưng, Hà Nội.