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\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 10,68 cm","<strong>B.<\/strong> 11,7 cm","<strong>C.<\/strong> 10,82 cm","<strong>D.<\/strong> 12,7 cm"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 11,7&nbsp;cm.<\/span><\/p><p>T\u1eeb B k\u1ebb BK vu&ocirc;ng g&oacute;c v\u1edbi AC t\u1ea1i K, ta c&oacute; BK = BC.sinC = 16.sin30&deg;&nbsp;= 8 cm.<\/p><p>X&eacute;t tam gi&aacute;c KBC vu&ocirc;ng t\u1ea1i K c&oacute;:&nbsp;<span class=\"math-tex\">$\\widehat{KBA}=\\widehat{KBC}-\\widehat{ABC}=60^0-45^0=15^0$<\/span>.<\/p><p>X&eacute;t tam gi&aacute;c KBA vu&ocirc;ng t\u1ea1i K c&oacute;:&nbsp;<span class=\"math-tex\">$AB=\\dfrac{BK}{\\cos\\widehat{KBA}}=\\dfrac{8}{\\cos15^0}\\approx8,28$<\/span>&nbsp;cm.<\/p><p>X&eacute;t tam gi&aacute;c ANB vu&ocirc;ng t\u1ea1i N c&oacute;:&nbsp;<span class=\"math-tex\">$AN=\\sin\\widehat{ABN}.AB=8,28.\\dfrac{\\sqrt{2}}{2}\\approx5,85$<\/span>&nbsp;cm.<\/p><p>Ta c&oacute;&nbsp;<span class=\"math-tex\">$S_{ABC}=\\dfrac{1}{2}AN.BC=\\dfrac{1}{2}BK.AC$<\/span>.<\/p><p>Suy ra&nbsp;<span class=\"math-tex\">$AN.BC=BK.AC$<\/span>&nbsp;hay&nbsp;<span class=\"math-tex\">$AC=\\dfrac{AN.BC}{BK}\\approx11,7$<\/span>&nbsp;cm.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-10-20 10:44:24","option_type":"txt","len":1},{"id":"7987","post_id":"7866","mon_id":"1159278","chapter_id":"1159328","question":"<p>Cho tam gi&aacute;c ABC&nbsp;c&oacute; <span class=\"math-tex\">$AB = 16, AC = 14, \\widehat{B}=60^0$<\/span>. Di\u1ec7n t&iacute;ch tam gi&aacute;c ABC&nbsp;b\u1eb1ng:<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$40\\sqrt{3}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$40\\sqrt{2}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$80\\sqrt{3}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$80\\sqrt{2}$<\/span>"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;<span class=\"math-tex\">$40\\sqrt{3}$<\/span>.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"200\" width=\"320\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#d4ffaa\" height=\"202\" id=\"canvas_background\" width=\"322\" 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><path d=\"m299.27248,174.15185l-161.76678,-145.99997l-118.2332,146.99997l234.48762,-1z\" fill=\"#fff\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\"><\/path> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"128.5\" xml:space=\"preserve\" y=\"20.25\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"1.5\" xml:space=\"preserve\" y=\"185.25\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"302.5\" xml:space=\"preserve\" y=\"185.25\">C<\/text> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"137.5\" x2=\"138\" y1=\"29.25\" y2=\"174.25\"><\/line> <rect fill=\"#fff\" fill-opacity=\"null\" height=\"17\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\" width=\"17\" x=\"138.5\" y=\"157.25\"><\/rect> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-29 42.49999999999997,160.75) \" x=\"38.5\" xml:space=\"preserve\" y=\"169.25\">)<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"51.5\" xml:space=\"preserve\" y=\"168.25\">60<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"78.5\" xml:space=\"preserve\" y=\"156.25\">o<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_10\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"129.5\" xml:space=\"preserve\" y=\"195.25\">H<\/text> <\/g> <\/svg><\/span><\/p><p>K\u1ebb \u0111\u01b0\u1eddng cao AH . X&eacute;t tam gi&aacute;c vu&ocirc;ng ABH, ta c&oacute;:<\/p><p><span class=\"math-tex\">$BH=AB.\\cos B=AB.\\cos60^0=16.\\dfrac{1}{2}=8$<\/span>.<\/p><p><span class=\"math-tex\">$AH=AB.\\sin B=AB.\\sin60^0=16.\\dfrac{\\sqrt{3}}{2}=8\\sqrt{3}$<\/span>.<\/p><p>&Aacute;p d\u1ee5ng \u0111\u1ecbnh l&yacute; Pythagore v&agrave;o tam gi&aacute;c vu&ocirc;ng AHC ta c&oacute;:<\/p><p><span class=\"math-tex\">$HC^2=AC^2-AH^2=14^2-(8\\sqrt{3})^2=196-192=4$<\/span>&nbsp;&rArr; HC = 2.<\/p><p>Suy ra BC = CH + HB = 2 + 8 = 10.<\/p><p>V\u1eady&nbsp;<span class=\"math-tex\">$S_{ABC}=\\dfrac{1}{2}BC.AH=\\dfrac{1}{2}.10.8\\sqrt{3}=40\\sqrt{3}$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-10-20 10:54:54","option_type":"math","len":0},{"id":"8159","post_id":"7866","mon_id":"1159278","chapter_id":"1159328","question":"<p>Cho h&igrave;nh thang c&acirc;n ( AB \/\/ CD), AB = 2 cm, CD = 6 cm, chi\u1ec1u cao b\u1eb1ng 4 cm. G\u1ecdi K l&agrave; giao&nbsp;\u0111i\u1ec3m c\u1ee7a AD&nbsp;v&agrave; BC. S\u1ed1 \u0111o g&oacute;c&nbsp;CKD l&agrave;m tr&ograve;n \u0111\u1ebfn \u0111\u1ed9 l&agrave;:<\/p>","options":["<strong>A.<\/strong> 27&deg;","<strong>B.<\/strong> 54&deg;","<strong>C.<\/strong> 32&deg;","<strong>D.<\/strong> 47&deg;"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 54&deg;.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"270\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"272\" id=\"canvas_background\" width=\"322\" 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=\"265\" id=\"svg_1\" stroke=\"null\" width=\"318.99999\" x=\"1\" 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\" y=\"2\"><\/image> <\/g> <\/svg><\/span><\/p><p>K\u1ebb AH v&agrave; KI vu&ocirc;ng g&oacute;c v\u1edbi CD.<\/p><p>X&eacute;t tam gi&aacute;c&nbsp;KDC c&oacute;&nbsp;<span class=\"math-tex\">$\\widehat{D}=\\widehat{C}$<\/span>&nbsp;suy ra tam gi&aacute;c&nbsp;KDC&nbsp;c&acirc;n t\u1ea1i K.<\/p><p>Khi \u0111&oacute; KI l&agrave; ph&acirc;n gi&aacute;c c\u1ee7a g&oacute;c&nbsp;CKD&nbsp;hay&nbsp;<span class=\"math-tex\">$\\widehat{K_1}=\\dfrac{1}{2}\\widehat{CKD}$<\/span>.<\/p><p>AH \/\/ KI (c&ugrave;ng vu&ocirc;ng g&oacute;c v\u1edbi DC) n&ecirc;n&nbsp;<span class=\"math-tex\">$\\widehat{A_1}=$<\/span>&nbsp;<span class=\"math-tex\">$\\widehat{K_1}=\\dfrac{1}{2}\\widehat{CKD}$<\/span>.<\/p><p>H&igrave;nh thang c&acirc;n ABCD c&oacute;:&nbsp;<span class=\"math-tex\">$HD=\\dfrac{CD-AB}{2}=\\dfrac{6-2}{2}=2$<\/span>&nbsp;(cm).<\/p><p>X&eacute;t tam gi&aacute;c&nbsp;ADH&nbsp;vu&ocirc;ng t\u1ea1i H c&oacute;:&nbsp;<span class=\"math-tex\">$\\tan A_1=\\dfrac{DH}{AH}=\\dfrac{2}{4}=0,5$<\/span>.<\/p><p>N&ecirc;n <span class=\"math-tex\">$\\widehat{A_1}\\approx27^0$<\/span>. Suy ra <span class=\"math-tex\">$\\widehat{CKD}\\approx54^0$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-10-28 01:14:56","option_type":"txt","len":0}]}
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  • Trung học cơ sở
  • Lớp 6
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