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HomeLớp 11Toán lớp 11 - Sách kết nối tri thứcBài 27. Thể tíchBài tập nâng cao
{"common":{"save":0,"post_id":"7140","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5669","post_id":"7140","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho kh\u1ed1i ch&oacute;p tam gi&aacute;c \u0111\u1ec1u S.ABC c&oacute; c\u1ea1nh \u0111&aacute;y b\u1eb1ng a&nbsp;v&agrave; c\u1ea1nh b&ecirc;n b\u1eb1ng 2a. T&iacute;nh th\u1ec3 t&iacute;ch V&nbsp;c\u1ee7a kh\u1ed1i ch&oacute;p S.ABC.<\/p>","options":["<strong>A. <\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{11}}{6}$<\/span>","<strong>B. <\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{11}}{4}$<\/span>","<strong>C. <\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{13}}{12}$<\/span>","<strong>D. <\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{11}}{12}$<\/span>"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.&nbsp;<\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{11}}{12}$<\/span><\/span><\/p><p>G\u1ecdi O l&agrave; trong t&acirc;m&nbsp;&Delta;ABC. Khi \u0111&oacute; SO&nbsp;&perp; (ABC).<\/p><p>G\u1ecdi I l&agrave; trung \u0111i\u1ec3m c\u1ea1nh BC, khi \u0111&oacute; AI l&agrave; \u0111\u01b0\u1eddng&nbsp;cao c\u1ee7a tam gi&aacute;c \u0111&aacute;y.&nbsp;<\/p><p>Ta c&oacute; AI = AB . sin60&deg; =&nbsp;<span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{2}$<\/span>&nbsp;v&agrave; AO =&nbsp;<span class=\"math-tex\">$\\dfrac{2}{3}AI=\\dfrac{a\\sqrt{3}}{3}$<\/span>.<\/p><p>X&eacute;t&nbsp;&Delta;SAO vu&ocirc;ng \u1edf O c&oacute; SO =&nbsp;<span class=\"math-tex\">$\\sqrt{SA^2-AO^2}=\\dfrac{a\\sqrt{11}}{\\sqrt{3}}$<\/span><\/p><p>V\u1eady th\u1ec3 t&iacute;ch c\u1ee7a h&igrave;nh ch&oacute;p S.ABC l&agrave;:&nbsp;<span class=\"math-tex\">$V=\\dfrac{1}{3}.S_{ABC}.SO=\\dfrac{1}{3}.\\dfrac{1}{2}.a.\\dfrac{a\\sqrt{3}}{2}.\\dfrac{a\\sqrt{11}}{\\sqrt{3}} =\\dfrac{a^3\\sqrt{11}}{12}$<\/span><\/p><p><span class=\"svgedit\"><svg height=\"300\" width=\"290\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect 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6rg7AivM8xMb7NPMo4wsLkAlhdoKiAL6rougOEKauiycKUPrNmHaJ\/\/WusKOnO+AcWpkyAA97\/\/rdBOOTplRkzDtKnn2btlJCFKWMQEN2gwTR2wPQTLEyZgHQm8KiGcVSvQJiyahdhYcqcYcN2UmDgIM6A6QdYmDIgOflvUTwyLOyoHNEnyFoJB8uswMLkGv\/853B6660ZLE4+hoUpA5AapFatCbKnX1Do8erVrAnThAl7bX\/bH7LHpAd2cki+t3Tpcd7W+RAWpnTA1q1Agb505UrWbnhfEx9\/V4inlZK++ZqLFxOEMXzlypNyhPE2LEwq4Mn43nsI8AyXI\/oF6XQbNbJWwjd\/gEITiI+cO\/eIHGG8CQuTCh06LKZ69SbLnr754IMw0RjfkDt3b0pMvCd7jLdgYXICycOef36McKg0Am3azHNLmJYsOa6rXFJG4eDBKyIDZkREjBxhvAELkwKUlMYTcfr0A3JE38AW26yZexV\/+VTOfU6diqVcuXrZRMoYDy8jwsKkYM6cI1Sz5gTh6W0EIExNmsyQvazBwuQ+cB3Adv\/tt\/1XQ9DssDBJkJweS3SjiBKwJ6xzBxYmz\/nxx1UizzoKjTLawsJkA3alV16ZSKNG7ZIjxgBGWHcLXLIwaUO7dgvpyy+XCDMAox0sTDYWLIigKlVGy55xOHMmToSjuAMLkzZgW4f6fHyQoC2WFyYUQSxUKETc5EajW7e1NHOme8K0Zk0k\/fTTGtljPKVp05ki5TI7h2uD5YWpbdv59Pnni2XPWGTL1kOs9hh9ULLkIAoO1r9TrhGwtDB16rSSWreeJ3vGAlkrIUyLFx+XI4y\/2bbtPD32WH86dox9nDzFssJ04UKCsLFgS2NEkBYXvjTuAtsIV6LVnuXLT4q88OyA6RmWFaZHH+1HmzeflT3jgcwHefL0lr2sM3z4TqpQYbjsMVqCqAFUrUEuL8Y9LClM48btofLlh4nIfKMyfvweUXLIXfhUzrtMm3ZA5HLiPE7uYTlhSki4J8r0GJ3+\/bdQs2buex6zMHkfiFPhwv0M\/QD0F5YSJhzlIkAXObyNDoTJE1iYfMOGDWeoXLlhvHLKIpYSJhi6y5c3h13FE8M3YGHyDfAIRwqdxo1niDxfjGtYRpiSkpJtN3NvUyyr8QHPn7+v7LnHgAEsTL6kRo3xNHv2ERYnF7GEMGEZjQq6CLo0A0j3++ab02XPPXBihKNtxjeggOYLL4wTp6FM5lhCmE6cuEYvvjhe9ozP0qUnDOutbnWCgoaIQhBMxphemJCrGScjW7ackyPG59VXJ1LnzqtljzESt27BMbY3HTt2TY4waphemLp3X0cjRvwle+YAwtSli2cBuOz57T9QnLREiYEivTGjjqmFCRkpn3vOeOlMMgJiosW2lE\/l\/AtcVuC5n5DAPk5qmFaYsGRGzNL58\/FyxBwga2WNGuNkz31YmPzP779vFwbxGzfuyBHGjmmF6b335optnNmIjIzVRFBYmPRBaOgWUcPw2rVbcoQBphQmJH8z2xbOzqlT18XJjqewMOmH5s1nU506k9jHSYHphAlvLhJ2ocS3GUFGhPBwz7MisDDpC+QG46orDzGVMN29mywyCI4YYV4ntr59N2vi+sCe3\/rj3Xdn03ffLZM9a2MqYUIsHLI6wkBsVnLm7EU7d16QPfeBiHPUu\/4IDBzodq1AM2EaYYIjZf36U92uGmIEbt9OouLF+1N09E05wpgN2EerVRsj0vRaGdMIU8uWc6h5c\/fKZRuFuLg79NRTQ2WPMSsnTlwXKycjZ1j1FFMI09q1kcIfxOwrCQSAaiVMkyfvE+k4GH2CHUCRIv1o9+5LcsRaGF6YYCeBXWnRomNyxLz89tsGUTFYC\/hUTv+sWHGSihULFYUzrIbhhWno0B308ccLZM\/c\/PvfKzUzjLIwGYPTp+Mod+7eoiqOlTC0MB05clXcXFbxS4MwaQULk3H4\/PNFVKaM5061RsKwwoQnSMWKIy2V7AxPTq1gYTIWbdrMo19\/XS9S9VoBwwoTyhfVrv2H7FkD1MLTChYmY4GsEvXrT6NffjFf\/KcahhQmrJJQUPD69dtyxPwgS0KzZtq5Q+zefZHGjt0te4wRQA4txNQhRbTZc2kZUpiaNp1JISGbZc8arFt3mnr02Ch7jFVJTn4girWuWnVKjpgTwwlTkybTNTUCGwVkFBg0aJvsMVYGLjKPPdafJk3aJ0fMh6GE6dixGKpceZSoDW8l8JQsXXowDRmyXY4wVic5+W8qWjSUpkzZL0fMhWGECXtqnEqh7JDVwEnMP\/7xu+xpw+DB24XYMcZl1qxDVLbsEJFD3GwYRph69txIbdvOp3v3kuWIdfCGMPGpnDlYvPi4SLUcFRUnR8yBIYQJLvlwzbdqVY+NG6PoyScHyZ42sDCZh4kT99G\/\/jXWVCsnQwhTvnx9RNyQVYEw8YqJyQjkDodB3CzoXpiQsbFq1dGWzocMW4LWtjUWJnMBH6fQ0K3ClcYM6FqYjh+\/JrZweNGtTN++4RQVdUP2tIGFyZx88EEY1a8\/RZzkGhndCtPdu\/epevWxlnOkVOORR4I1r48He8TevdbM9WNmUAYKFYLmz4+QI8ZEt8KE3EMtWsyWPeuCdLo4Ekb2SoZxhXPnbgh\/PyOnmdalMKH0EgzeSGtidWJiblHdupNkj2FcB5Wo4U5gRPusLoXpiy+W0IoV5o4FcpV+\/bZoGrzLWAdESOABjyKpRkN3woR6Z2+8MUX2mM8+W0StW8+TPe1g47c1iIiIEZV1Dh40VhiXroTp2rXbwpHw1i1rpRHNCNS1j43V3r7EwmQdYJ\/Mm7eP7BkDXQnTq69OpAkT9soeAyBM3oCFyVp0775OvN83bhijyKluhCks7KjYwlndZ8kZ2Ai8AQuT9ejYcYWw3968eU+O6BfdCBPSxl69ekv2GDveCjNgYbIeeOj\/8MMqURhW7wsAvwtTQsJd+uijMNPmlfGEM2fieCvHaEpSUrIoAYbiBnrG78I0e\/YRkb+bScvOnRfojz\/Y5sZoS1KSPfHgDjmiP\/wqTIcPXxHpGoyw5\/UHCEVBAC\/DaA1SCL355nTq1m2tHNEXfhMm7HGRv3vgQM5jrQY+ODly9KQ5c47IEYbRlrVrIykwcCBt2XJWjugHvwnT5Mn76eWXrVUXLiskJNwTwsSnlIw3OXz4KhUqFKK78C+\/CNOlSwniFO706Vg5wjizY8d5ypatp+xpDxu\/GTtbt54Ti4SDB6\/IEf\/jF2F6662ZIoc3kz7Tph2gp54aKnvaw8LEKBk9epdYLJw9q23eL3fJkjAlJiZSaGio7LnH2rWnRcE+3qJkzLBhO1mYGJ+BDARLl56gChWGyxH\/4rIwRUdHU6NGjah58+ZyJOucOxcvamHhGJzJGBS3RO0wb8HCxDgDcRox4i+qXdv\/tl+XhalLly4UEBDgljBB1C5dumL7GWuobdsFcpTJCCTKY2Fi\/EH9+lOpSJF+lJCQaLtvL4mdkqfEx8eLn4WWkJAgR5EI8bb8yhGXhOmrr76i7NmzuyVMLVq0oAIFCtAjjxSip59+0\/ZHss+SKxQo0JeFifELyGaB5IRPP\/2S7b59hJ555hmaO3euvJo1+vfvbxO6+lS2bFnxs9DKlStHDRo0oA8++IDatGlDDx6kzU+eqTCtX7+eChYsKEQpq8I0ZcoUqmT7nhhbO2prpUsHUVjYfpGP2N6UIHeM8pq9OW\/90FebpwShLmpz0JTs23dZdY6yDDnsYevXn1Gdp+T06TjVOevWnZYzsFwmCg8\/qzrPXgkFaV9gX0Jgs\/OcBQsiHNKg\/PXXxTRz0Jx\/f2QyVJt35crDpyHmqc3B\/6kEpbTU5jnnJVebg+acKF9tDpoS2D\/U5ty44ZgSRm0OmpK7d5NV56ApSe\/vhCuHHTw81OagKUFtRLU5y5c7liVDX21efPzDrABIY7Jw4bE0c\/AeK0EmWOc5aPjM2IFzs9pnIyxsHf3bds\/es7XJtvbDDz\/I73AN3PulS5cWmtGyZUvb73JAXiHatWsXvf322+JavXr1VDNsZihMW7ZsoSeeeIIKFSrkljC9\/\/77NMT2PbZvFO0\/4md8ZWs9UpuSXr02Olyzt5YtHePF3n9\/ruo8JfDLUJuDpgTR1mpzvv12mZyRUhgBHupq85SMGbNLdQ6Sw9vBB\/m11yarzoNdCVy8mEDvvDNL+DE5z8mZs5eDUKMqhvMctO++Wy5nkKheDF8V5znZs\/ek1asj5ayUG9Z5Dhp+DyWocac2788\/D8sZKajNQUtMdMy3pTYHTUmxYv1V5+zff1nOSEFtDpoSiLHaHDQl6f2dR47EyBnYitxXnYOmZO7cI6pzSpZ0LGSKvtq8Q4ceHuXv2XOJ8uQJTjOnYMEQOSMFZBNwnoOmTDyISkT4vrTznqcpinv32WzZ5HdkTuPGjW3fkqIXECA14YmLi6Mnn3ySPvroIzniSIbCVKlSJaF0WHq5I0wjR46kp2zf08XWxthayZKlaPz4bSL+C61q1TG2beJS+umn1WI+Vi\/2a8q2fv3DFQfA6kVtnhI8VdTmoCnZsuWc6pxt287LGSligieU2jwlEbYVn9oc5YoDbxKeimrz7B++Xr02Ufv2i0SFVec5kybtc8jCsHGj+muxffvD3x8rIbgfOM\/Bz4cI2sHf6TzHPk8JBEhtnrNfmtocNOeKympz0JRMn35Qdc716442CrU5aEpQcl1tDpqS9P5OZWEIrP7U5qApQUC22hznkCP01eYpV8lIqAgHZec5U6c+XJUAfAac56Bt2HBGzoDt565IzphWmH6larZ7NtjWOtnad999J78jfWBHUooSTED379+XV9OC7dySJUtkzxFVYbpz5w499thjtjcmJde0u8IEli5dSi+\/\/LJoQUF9HbII\/PzzWqpVa4JtLzvU9rNTnh54Y65e9dzYZmQaNJgq0lN4k1GjdlGVKg9Xcow52bHjAoWHR9HgwdvF\/YWVc61af4iHlZ127RYIZ16sxl94YVzqQgD3f61atejVV1+1bfkyLz\/+zjvvpOpE\/vz56dy5c\/KKOgsWpH8QpipMP\/30E3366aepSzBPhAnAuIWfdepUrMgksGjRMXkl5SmNrHoRttXGwoURYsmufIpER9+k11+3Tg5wPIFfeWWi1xPIs\/HbfDRqNF3UlbODOEuIjX0VhJUSmnKVDJHKmzeYPv54gVjVIS2KkuRkx356rFy5MlUj0EJCHLeVaqgZve2kEaZ+\/fqJfZ\/ymzwVJiXYrsHGgi2IK8Ae8P33y23\/dw\/hAwVbT3BwuG3Zas78Tdjm+CKGkIXJ2MABt2HDaeKesIvP\/\/3fzDQ2N2x18fBXAlsmPmPIGBsausXBsO4u7777bqpGwHZ0965nP9NBmGBPypUrl9jG4XjP3nLmzJn6n3oqTAAnRjDebduW8VLPGSj6Sy+Np1KlfhdbQCWov4aTOKODp1mJEt7PT8XCpF+QLwmfA5xyojT8zz+vESsaJTi0wX1Qp84kcV\/ggCMj8LM++mi+MOg3bjxd8zhVuz6gNWzYUI66T6owRUZGCkFavXq1cBFQNiiglsKE\/S22a3iR3AFvHAyYdrBNbNBgmgh1QY6Zn35aI68YD3wgnU9qvAELkz5B4kQ8fPPn70u5c\/e23XMp2zCEcimBEDkfIqgB0cK9kSdPb1GZFwH0SvuSFowdixPrh8LUqVMnecV9hDBFRUUJlZsxY4YYdEbLrZwdmK+wjIQ9xZUXODOwZIUR7913Z9sEargw5iFftvJ0ygjglHDePO\/nYGJh8j14b2fOPCRO1HDwAHsrRMfZzQKf46NHY+jy5cwNzmpcunRTHDLBFw5l9mFr0uIeSw\/YpJXCFB4eLq+4jxAmWN0z8uz0hjDZwRGns\/+FFuCJ4hwpjSP\/fPn6ilWVXsGHV+lb5C0g5HaHTsY34LTVvgLCQ\/nYsRjhB6UV8LerVGlk6s+PjVUP99AarwgTXMJr1KiRrr8BHKFKliyZ+p9qLUwwvGHv26nTSjniPbCsHTt2tziKx5uHsA8cjw4fvlPO8D84zt24MUr2GKPw44+r6JNPForaiIULh4htWPXqY+XVFOBYqjRBaAE835FC6NVXJ4ntH9KX+DpVNcw9mgsTfhCcog4ePCiHHnLkyBGaMGFCapwcWr58+WjvXkfnMS1o0yaMOndenea40ltgnw17To8eafNCIVE7jlXhA3LhgmOYhTfBchsnLFg1MfohMjJWeNvjgYHPBT4fSK6mBHYhxJfhxBkrdW\/nNcLpdu\/e4SKHEgzgu3c\/DDPxB4iHtWtE9+7d5ag6cMS8eDHj3zcA9iW0K1fSZq+LiYkRTlL2OfZ2+bLjkaQW4EmSI0cvrzsWugL251hRQSRwHAsHUHhiext49+JEDktyRh\/gSB6r2Fy5elG2bCnbMHhPO9t\/vGnDUTJ79mGRMwmn2jCDIAZPLeTD13zzzTepwpTZqRxyuikzDKiRxo\/Jn8ABMzBwkIPLvL\/Amw3XfxgOUV4ZvlNKEAgJXxIYKbUCwb2+OJEDyLtTseII2bMmUVFx4nXAqhnH78WL9xeVaZRga4RgXoQBZXYk7y2wOhswYKv4\/WAfRYiQ1ltCT4HfUrt27VLF6b333qOhQx8mOjx16hQNHjyYWrVqRSdPOgYuq6ErYQLYh+O0yDlSXW\/ANmUPsoWbwrJlJ2wfdM+W7337bqaXX54oe97FKqdy2K5jO47MD7dvOwYP4\/1DnFiZMoOFYRrBuc7OiP4E28F33vlTrKIRyK73lEGwU8Pju1SpUiIkxS5SaBhr2rSpy57kuhMmgCDX\/Pn70N69l+SI\/sDSHa4IOOnr12+LEChs\/TwBKzMWJs\/p1GmVWFnA9oIT33z5+oj3Z\/nyE3JGCgjUhqHYV9swV+nefa2wV9WtO1kEL0dHGyt2FLG2R48epU2bNqW2rHqC61KYALZQcJmH4dEowHlNCUrj4KlcpswQcXwLp9JNm9I\/cfOlfc3IwoRsDWj2aHmkflGC17FZsz\/ps88WiYYVkzLvlB6BA+XEiXvFiR7KwqMYrN4E05foVpgAxKlixZG6Wl5nFYjVvHlHRe4jNDy5x4zZLa+mYPfELV7cd0JhBGFS81C2b5\/hQGt\/TXF6akRgs4Y\/GQ5X8HfAlQVRDYzOhQl8+ukievbZkbJnbHDqhrxIyhMdbCWQUQEeujC8YlvoC\/QoTNOnH6BfflknPJ\/btp0vjL3Otc7we+M0CisKZSZJI4G0PghMR7wnjO7jxu1JkzzP6uhemLCcrVdvsvjAmpWIiBiRsRInchBhrAhgH9E6pkkJkp3B4dTXwB8IzTn2C\/Fc+LtffHG8aNjGf\/31UkJWTTMAR2L83dhaFisWKj7Tet9e+hPdCxPADYoYODxJzQpEAsHHeHIi8ts5fQXsKEj5Au9io9GkyQwRCY+WK1dv0SBCyiNvbNdR3gsOtr5ysvUVEybspdKlfxfe4CtXnhQrZh24HukaQwgTgI\/TSy9NSJM+1CwgrCCj6sTwmYJnPIy6uKkRAPrf\/66no0f9X3MeRv5Ro\/6iPn3CxcMD2y0lyD+OdMFoOL53NzjVSKAARY8eG0QGDaySsIXXgyOkUTCMMAFETZcrNyxNNLYZeOaZEanFCDID21skpMdroQz4hZ8LCjUg+6UyR7Qa2MrBt8dVcE85+5ZhlWc\/iocxGisi+AQ5h2tYBThh4jWFX1tg4EBxOqhlkK6VMJQwATxtESKAJ5BZgEfx008Pc6iE4Q4QihSR6EFlyw4Rdqr27RfLqw+Bn8kLL7xOjzxSXjVGEiDFL74XT3ukpkHGQwQ9K0EA6YQJe2jz5rNCjGDI15tHsq+A7xRshEjCBvuZsmAEk3UMJ0wAKyYcrZvFeIibGblztAD2GXigf\/75YmFQR4gPTvzsXL9+XXjhTggIoL22FpQ7t3g9nV0yIHCIVsfPaNVqnvh5S5Y41i2zOqjHhpAVRAHA90jL8CSrY0hhAoiuhlevkX2c7MAPp2RJ97J5ZpXdu3dTQZsg2ZRHtDdtLSDgX2lWQ4w62EbD3omTNXj6Y0ttZUdIb2FYYYLNA\/X9K1UaJUeMC4QJWy+tQEwYDOPduq2lDz909IreuvUYZQsoSOtsgnTT1p4KQEqblEIPTPrAvvbll0vEChS5w2BK4HL33sOwwmQHR+zYahi5EAE83NesyVrWShwEOIOUwhAZNNg74A+E\/EDOfP7551Tatp1DHXlkLoWPDbIpKsEJIY634VcFAzt8cFDwwUrgAAGna23bLqCqVUcL3ypknGC8j+GFCS78CH5t0+Zh2WOjAWGKiMjYPhETc5veemumCOyE6BQp0k8kJ1OydOlxURYLR\/I4dYO9KT0nzRs3blB0dHS6R9gQevhTIUgZQgffI6yqjPw6Z4Vu3daJ1RFCRbBdgx2QT\/t9h+GFCcDOVLnyKPr3v1fIEWOBpF\/2YGU4WMKgqmTp0hNCHFBOHT5B8BdCLXxfRp1D7JzdNLCCev75MeLBgLAKo4PXGUbsoKAhYiWOpGyMfzCFMAH4iyDlqdECOo8fvyaeyghWtm\/DSpQwRtQ\/Mm2iyCJOFOFIiN8dQrV7t37T1TgD95MTJ66JLSv8sGCXY\/yPaYQJwH0AgZ96e9LhRu3QYTE1bTqTvvjC0a8ICcqCgoaKFQeOn5HjyWj5d7BlhJ0Kr\/v336+ggQMdHUXXro3U5clV69bzxOcFNqSdOy+Kv4HRB6YSJoCE8fA+RrVfX+Ic6b5o0THxBMYqAg6h8AdCwQXkZVKC39fZVmQ2fvhhpVgVIhMjUnygKg3qq\/nD1QM5sRBzWLv2HxQSsll4yTP6w3TCBJA7Gyk9vBU9j6c\/ot7RkLqiWrUxQoCU4EQHGRIz45tvlgm7hhU4duyaEGbY1GBMV6a6hWEZr6c3AnjhWY\/0KXhAoCLtrl3+rSjCZI4phQnghAq+QSga4AlY+TgbfbEFsNuDsBLC0Tqqq7oD8k1ZRZiUOLsewLiO1xPVk1u1mkv\/+c9KmjRpn7zqHnCBQFYGCBJWRxERMemeQjL6wrTChGNyOMQ1bTqSBgwYQJUqVRK5hx88SN\/WAd+gUaN2CadNHBXjRkGy+q5d18gZKSDkQ82PyB2scvzuCki+j\/r6yNeN7S2yVe7d65j+RbkKRn2yRo0aifd29erVlJiYSNHRN0XoDFax8OOCfxj7HhkP0woTwNOxRIlStCQggCJtrUSJEuLDi1VO\/fpTReoQJbA\/QIzguwPHOpzY3Lhx16uGW5xmMWnB9guHAM6pZhGGhMj9t9+eKcRoSLZsdNH23o6w\/fvKK91EAUhkPDhy5Krfyi0xnmNqYdq1a5eIBbOpjWjDbS0goIntKTtNZEdErThfG8mdgUHYX2DFMWbMGNFcLavjb1BzEOmHsRoOCCgqRAnvbbStPWFrUVHX5EzGyJhamFDK\/Fnbh\/WsrZ23te9z5BA3o15AwUU4hvqS06dPU\/PmzalixYpUtmxZ8W\/JkiVt93aAbRs7SniD6x1spX\/+eQ3lzNmU1tp+73O2tsHWSj7+uGEElskYUwsTGDt2LBWyfWiL2FrOnJWpf\/\/N8or\/wSnVyJF\/yZ73mTZtWmohQtjbbt5MsZOhFHyuXLnEePny5UVfr7z33lyxnUOeqLVr91GFf\/yDHrX93uUCA12q8MoYA9MLE4DBGzchDKkITEVNMj0Ab2\/kg\/Y2+PtHjBghhCdbtmy0YkXa0J2vvvpKXEfr06ePHNUHqJ6C1woJ6wYP3m5bFTnanZBjijEXlhAmJQhuxfExwin8DaoNw9HQ20yaNClVdGrVqiVHHYFw2+egodyzP0GIEbJB4r36+OMFtGNH5j5hjHmwnDABpIHFidyFC46Vc30J0tDmzdtHHJF7k+nTpzsITmysemVjZ2EaONA\/Rnk4QiJvOU7W+vXbLIKb2fXIelhSmACqjhQpEuq39LxIKwJh8iZJSUlUo0aNVLGpVq2avJKW6tWrOwhTz5495RXvA+dKxNnh\/Xj11Ym2B8d5doS0OJYVJjhgImZLLZGaL4BH+ZNPeteHKSoqykFsRo8eLa+kJU+ePA5zb93yflI4xKnB6x3bNWSERKYFTlPLAMsKk50hQ3YIcULZZl+CfEoVKgyXPe2BjUgpNGjh4eHyqiOYqxSmHDlyyCveYeLEfSIbJNK7ILeU1TJjMpljeWFC4Cjqs\/k60RlOl7Zt8179tatXrzqIUkZiM2vWLIe5lStXlle0A6EkSHKHyivIfeRco45hlFhemACi3GvWnEC9e2+SI94HwoRsld4C\/ltKsSlatKi8kpYpU6akzsuePbtti3VKXvGcAQO2UsuWc4SH+9ChO0RgLduPmMxgYZLAfQDi5JzW1ltg5aBM+6E1w4ejMMFDYULZJjXgKa2c17VrV3nFM6ZM2S8yW9atO8kmkrtZjJgswcKkAJ7YOKYOD4+SI94BNymCTb1ZPhqGbqXgoPiAGhAi+5wCBQrIUffAChBJ2B55JFjkmfKlFuE1hcjC7cG53b3LmSmNBguTE8j\/DA\/jFSu8F95w7twNkWbXmzcuvKEzEyZkWihXrlzqHAQ9u0Nw8CZq3vxPkcIlNHSrX+xHMOBfvnyZmjRp4vB3d+jQQcRMcgydsWBhUgHJ5VBpFTX5vcGyZSdEAjNv88Ybb6TeoGFhjv8fwlSqVKkirhUrVsz2N2ctZu\/cuXiRyA0VfFFSavdufWSFVG5hixcvLsSXMR4sTCpgJQOHP6Tn9QZYLfmi1BS2MHCqxE2KGLl169bJK0Q1a9YU43AT2LbNsXhARhw6dEUkz4MgwRcLSdicY9f8iT1TAlqDBg0yTAzI6BcWpnSAA+aIEX9p7oCJn9uw4bQ06Xq9xYULF+h\/\/\/sftW3bVqyMgoKCRIYBbHEQ2OuKIyW2t3CnqFNnErVvv5j6998qYg71iNIfC5lLGWPCwpQJXbqsFo6QWhmqURnEX97mWQGrxlOnYm1CtIgKFuxLzz03WvdlpZSGfDTOOmBcWJgyITHxnsj9o9XWCz9P7+l0YcyuVm2sKCCKFMMnTxrjBkfmBKUwMcaF3z0XQN36jz6aTz\/+uEqOuM\/167epVKnBsqcfUB57\/Pg94rj\/7bdn0dSpB+QVYxAXFycyctpFCaleGOPCwuQiKGiZN28wdeq0Uo64B3KM\/\/Of3ouRywq3biWJODVUFIH\/Fur1G5WIiAjhtW4XpoULF8orjBFhYcoCiH5HBswtW9x3I0BKD5QC9zcdO64Q1UawEkRGT6QeMTK\/\/vprqijly5cv3bxTjDFgYcoiyKME28vOnRfkSNZA8YHly\/2Tmxo11hCvVqPGeGrQYCrt2+dYs83IPProo6nCVLt2bTnKGBUWJjcICztKRYuG0tWrWU\/XgSKOKEHkS7ZsOScq3GIritUaMirgdNBM2EUJDZVgGGPDwuQmc+YcEdViT5xw\/cQqNvaOCN71RcjG0aMxIs0IAmlxoohqLPHx5owZ69ED5dofCpO\/85UznsPC5AEoJIBTLFfT86IeGlZa3iI29jbt2XOJ2rQJo6CgIfT661MskYStffv2qaLUrl07OcoYGRYmD8B2qG3b+aLcuCtg1VK9+ljZ0w6ko\/3ttw3C9oUVUnj4WVHa3Crkzp07VZi+\/vprOcoYGRYmD0lKShYBuV27Zn7UjtLWtWtPkD3PWbLkODVvPtsmduPo+++Xi+2llbh27ZqIh7OLEhqyCzDGh4VJA5BkrkaNcfTtt8vkiDquiFdmoOwTSj49\/\/wYEUjry6ybemPZsmW0YMEC1Xbxoj6yHTDuwcKkETBoI8h1+vSDciQtnggTHDxhzLb7HqE2nt5j1xjGXViYNOT06ViqUmVUupkDChcOkV+5zsqVp6hWrQliRYZEbCgIyTBmh4VJY3DyljNnL5oxI+3KqVix\/vKrzEHsGoQMbfXqSLp3jzMwMtaBhckLzJ8fQc88M0LkwLaDCH1kKcgIZM7s0GGxcIb84YdVIgc5tnAMYzVYmLwEcoaj4IC9kOaqVadUsxNcu3aLFi48JqqJVKw4klq0mC0cMRnGyrAweQlkquzWbS1VrZpSlhsR\/CEhm8XXACd5yFSA3Ew4Ydux44JIr8IwDAuT13nnnR70YsWK1CQggIKCqohYNeT8Llt2iNiusTGbYdLCwuRlstsEiWQbYWs5cpSi33\/fLq8yDKMGC5OXKaQQpim29txzz8krDMOkBwuTl+nZsycVtwlSiK29UKKEKL7IMEzGsDB5GdQ1i4+PF+ETd+7waRvDuAILE8MwuoOFiWEY3cHCxDCM7mBhYhhGd7AwMQyjO1iYGIbRHSxMDMPoDhYmhmF0BwsTwzC6g4VJA\/r160edOnWiZs2aqbaWLVsKz29U9WAYJnNYmDQiLi5OlA+yt7p161JERAS1adMmdSwoKEjOZhgmI1iYNCIxMdFBmL744gsxnpCQ4DBetWpVMc4wTPqwMGkEsgYoBWjHjh1i\/O+\/\/3YYf+yxx8Q4wzDpw8KkEW+99Vaq+DzxxBNylOjKlSsOwlSjRg15hWGY9GBh0gCkNSlXrlyq+AQHB8srRK1bt04dL1mypBxlGCYjWJg04Pjx46niky1bNlqyZIkY\/\/rrr0Uf4507d6b797nYAMO4AguTBixdujRVmNDKli1LgYGB4msYu0+ePClnMgzjCixMGqAUJbtx+9KlS1SnTh0xVrhw4dRVFMMwmcPC5CGXL192EKaxY8fKK0TJycmp49mzZ3e4xjBM+rAweciwYcNSxSdXrlxy9CFt27ZNvf7GG2\/IUYZhMoKFyUO+\/fbbVOEpVaqUHH0IwlHs12F3Yhgmc1iYPAQuAHbhwcmbkuvXr6deQ+vQoYO8wjBMRrAweUBkZKSD8EycOFFeIUpKSqImTZqkXsuTJw8bwBnGRViYPKBjx44OwoTwEzv169dPHc+ZMyft379fXmEYJjNYmNzg5s2bFBoaSvny5UsVH6yIKleuLFqBAgWEIRwpT3799Vf2Y2KYLMLCxDCM7mBhYhhGd7AwMQyjO1iYGIbRHSxMDMPoDhYmhmF0BwsTwzC6g4WJYRjdwcLEMIzuYGFiGEZ3sDAxDKM7WJgYhtEdLEwMw+gOFiaGYXQHCxPDMLqDhYlhGN3BwsQwjO5gYWIYRmcQ\/T\/tRO\/9v6Ug5wAAAABJRU5ErkJggg==\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-23 03:18:04","option_type":"math","len":0},{"id":"5670","post_id":"7140","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho m\u1ed9t h&igrave;nh ch&oacute;p tam gi&aacute;c \u0111\u1ec1u c&oacute; c\u1ea1nh \u0111&aacute;y b\u1eb1ng a, g&oacute;c gi\u1eefa c\u1ea1nh b&ecirc;n v&agrave; m\u1eb7t ph\u1eb3ng \u0111&aacute;y b\u1eb1ng&nbsp;45&deg;. Th\u1ec3 t&iacute;ch kh\u1ed1i ch&oacute;p \u0111&oacute; l&agrave;<\/p>","options":["<strong>A. <\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{3}}{12}$<\/span>","<strong>B. <\/strong><span class=\"math-tex\">$\\dfrac{a^3}{12}$<\/span>","<strong>C. <\/strong><span class=\"math-tex\">$\\dfrac{a^3\\sqrt{3}}{36}$<\/span>","<strong>D. <\/strong><span class=\"math-tex\">$\\dfrac{a^3}{36}$<\/span>"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.&nbsp;<\/strong><span class=\"math-tex\">$\\dfrac{a^3}{12}$<\/span><\/span><\/p><p><span class=\"math-tex\">$(SA,(ABC))=\\widehat{SAO}=45^o$<\/span><\/p><p>SO = AO . tan45&deg; =&nbsp;<span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{3}$<\/span><\/p><p>V =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{3}.SO.S_{ABC}=\\dfrac{1}{3}.\\dfrac{a\\sqrt{3}}{3}.\\dfrac{a^2\\sqrt{3}}{4}=\\dfrac{a^3}{12}$<\/span><\/p><p><span class=\"svgedit\"><svg height=\"283\" width=\"321\" 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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-05-23 03:33:16","option_type":"math","len":0},{"id":"5673","post_id":"7140","mon_id":"1158924","chapter_id":"1159174","question":"<p>Cho kh\u1ed1i ch&oacute;p t\u1ee9 gi&aacute;c \u0111\u1ec1u c&oacute; t\u1ea5t c\u1ea3 c&aacute;c c\u1ea1nh b\u1eb1ng 2a. Th\u1ec3 t&iacute;ch c\u1ee7a kh\u1ed1i ch&oacute;p \u0111&atilde; cho b\u1eb1ng<\/p>","options":["<strong>A. <\/strong><span class=\"math-tex\">$\\dfrac{2a^3\\sqrt{2}}{3}$<\/span>","<strong>B. <\/strong><span class=\"math-tex\">$\\dfrac{8a^3}{3}$<\/span>","<strong>C. <\/strong><span class=\"math-tex\">$\\dfrac{8a^3\\sqrt{2}}{3}$<\/span>","<strong>D. <\/strong><span class=\"math-tex\">$\\dfrac{4a^3\\sqrt{2}}{3}$<\/span>"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.&nbsp;<\/strong><span class=\"math-tex\">$\\dfrac{4a^3\\sqrt{2}}{3}$<\/span><\/span><\/p><p>G\u1ecdi h&igrave;nh ch&oacute;p t\u1ee9 gi&aacute;c \u0111\u1ec1u c&oacute; t\u1ea5t c\u1ea3 c&aacute;c c\u1ea1nh b\u1eb1ng 2a l&agrave; S.ABCD v&agrave; I t&acirc;m c\u1ee7a \u0111&aacute;y&nbsp;ta c&oacute;:<\/p><p>SA = SC = BA = BC = DA = DC, suy ra &Delta;SAC = &Delta;BAC = &Delta;DAC.<\/p><p>Suy ta&nbsp;&Delta;SAC,&nbsp; &Delta;BAC, &Delta;DAC l\u1ea7n l\u01b0\u1ee3t vu&ocirc;ng t\u1ea1i S, B, D.<\/p><p>I l&agrave; trung \u0111i\u1ec3m c\u1ee7a AC n&ecirc;n SI =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{2}AC=a\\sqrt{2}$<\/span><\/p><p>Th\u1ec3 t&iacute;ch c\u1ee7a kh\u1ed1i ch&oacute;p S.ABCD l&agrave;: V =&nbsp;<span class=\"math-tex\">$\\dfrac{1}{3}SI.S_{ABCD}=\\dfrac{1}{3}.a\\sqrt{2}.4a^2=\\dfrac{4a^3\\sqrt{2}}{3}$<\/span><\/p><p><span class=\"svgedit\"><svg height=\"267\" width=\"302\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"269\" id=\"canvas_background\" width=\"304\" 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&gt; <image height=\"267\" id=\"svg_1\" width=\"302\" x=\"0\" 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\" 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