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
    • Ôn thi tốt nghiệp THPT môn Sinh học - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Lịch sử - 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 thứcBài 32. Hình cầuBài tập nâng cao
{"common":{"save":0,"post_id":"7995","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"11728","post_id":"7995","mon_id":"1159278","chapter_id":"1159334","question":"<p>B&aacute;c V\u01b0\u1ee3ng c&oacute; m\u1ed9t kh\u1ed1i g\u1ed7 d\u1ea1ng h&igrave;nh tr\u1ee5 v\u1edbi b&aacute;n k&iacute;nh \u0111\u01b0\u1eddng tr&ograve;n \u0111&aacute;y r = 4 cm v&agrave; chi\u1ec1u&nbsp;cao h = 9 cm . B&aacute;c V\u01b0\u1ee3ng kho&eacute;t t\u1eeb kh\u1ed1i g\u1ed7 \u0111&oacute; m\u1ed9t n\u1eeda h&igrave;nh c\u1ea7u c&oacute; b&aacute;n k&iacute;nh b\u1eb1ng b&aacute;n k&iacute;nh \u0111&aacute;y c\u1ee7a&nbsp;kh\u1ed1i g\u1ed7 (minh h\u1ecda nh\u01b0 h&igrave;nh b&ecirc;n d\u01b0\u1edbi). T&iacute;nh th\u1ec3 t&iacute;ch c\u1ee7a ph\u1ea7n kh\u1ed1i g\u1ed7 c&ograve;n l\u1ea1i.<\/p><p><span class=\"svgedit\"><svg height=\"205\" width=\"185\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"207\" id=\"canvas_background\" width=\"187\" 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_3\"> <image height=\"202\" id=\"svg_1\" width=\"189\" x=\"-1.5\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAL0AAADKCAIAAAB\/ktYeAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB3qSURBVHhe7Z0NSBVZG8cVW0ssFFdKpCR6SVqkFXERMZQNKUQKEUMKERcRQ8RFXBApRFxEcJEWkYKLtES8hBSC9BKCIRuCtAjiIoghEbLEEiKLCBItXHp\/c5\/j7Ozcq17vx9yZcf5cIueeOx\/n\/M7zceacmaTPnjwdXB43niKRx42nSORObj59\/LT51+aHPz+svlld+n3p7epbtqjvAuKr6anpF\/97IR\/+\/3ru9fs\/3quvdfm1Xan\/ezLISdysf1gHgpmXM0\/++2R0ZLT3bm9fb9\/sq1n1dUBAUPh1YeoXqclJyUk7ys3J5SeqRED8Vn1nUPmlcghTJQIa\/mk47VhaxomMrMysvDN57Lm4qLi\/r98EE8AtLy3DIpwdEtmLm4\/bH6n9hfmF8SfjGAC1NaC52bmiwiLVwga1NLeoEgHBk\/rCoJTklPuj91WJgAYHBtV3Bn1b8e3auzVVIqDWllb1nUFQuLG+oUp8\/gwxlZcr5SsgyzmVw3nW36jnElQJN8oW3Dwdf0qbUePYCWkARO\/f3tpWJT5\/\/nXm17N5Z9V3SUnYgAv5F2ie55PPVYmAaHjfA9\/Q4BCmgv88HHvIZ3JiUjMGBpn8lHwwZiaDsbiwCGEYp+4fuju\/7wSjhlsNIOj\/+59ylCkrLVOnZdC16mvGvc3\/Ns\/ZXqm80tXZ9eiXR3QDzS061j5Zxw0Q0DVpxYlnE8Z6R7U1taqydwRAbbfbjO6An4MOnZgGxjfRWtQ79kl9bZmCWpqTxEA+fvT43vA9\/GZHe0dTYxNWkMtUJQIa842pazMIy2Ti3imKLzfYc+qFqsQ2HE09KpWFXaHzqRIBYQ\/qauvozdQ7RgIycFImC+EkwVYQXkTod3ruYG+MVhOZHChdAgtHDZg8pt0UX24GfhxQ1bMjIgD64h9rf6gSOzJZILcKAwkQGE5cFZUDNMaqwKberL+paiopiUi8saERExtcXQlXbLjBrky9mCIIMKUteCUsDTkI1UGUwLdYGjJk9bWnf4vOQxVRXQqcHREqbW1uqUL2UFTckBjj17G9R1KOyBVWXa1S3wVEByKz1bKPQ2FNdhVAYDaIe4hyiIeoFlwzTpl+RR2qQjvCQc+8nCGuxzDDEP4dboyhHkZrZXklsd0vUm78WiqL0xFcRIVfF7o7+YxYWBF6lEQ2ZI4YZgxwyTcl\/Jl\/Ph+MVDmT\/FrPJNTTEj2D8HHpaelZmVntbe2E5Anpk5FzQycI0KIlzFQE6UOI8VZPnz9jG8jeaWM9baTGaPvj6cflz4NmAHRO+aEIm4TV3xW++ChcbrCTptAVW9rf109Y48UrewvfVHm5ErNRXVUtLY35wdfghvh\/\/Y36g+YExDr00rbbbbk5ubJDxM6DXV78tD83XOHoyCjhbU93zyEPUyLT4sLi0\/GnBHkns09KG0uwQjNHmSVgyQiDcHzss+CrAitNzj7czM3OVZRXyNVyfhYbQzeJQESqEcOgNsVIkIfVx\/yrvy3R7tz4P98fvW9MlKanptVXng6ukZ9HpCZxW2pTPIWRi2t77cKN\/zOxi1wnSRN+ygtiopQ+oGe65R4Pzb6aldDH98CnNsVaobnBGV8suMiBSa1NExU8RSAiX2nIlOSUg0bBEWj1zSoNp0GalERopbbGVKG54dpI7TA5RF5qk6cohNeQVqyrrVOb4izCKRkuIhgHI7U1dtonLvYUEz365ZFwE6feH1JEypg3DtrU2KQ2xU6HmhvMqjUffD2Oo+SbkrV3a6av4vfZ2txq\/q4ZbqBHu9UTU5m5efG\/F6dzTxPEuXuohuC04VZDxokMPpkZmfH+pKelB8yNNt3M9FVcP3JQFPP7P2Zu6m\/Uy5FwyWqTG\/Xkv0\/kMg+JhgaH1JXHSGZu9KmyuGS1yY3SA47amtqO9g63fvRbYDFPyM3c1FyvkSOZZkS4TGJvkpOSbTglKlb6uP2xtKRUWtM0aTV6mbkxzjd7OPZQbXWdDgM3+gg1ivksZjM35GzqUAG51Vu5nBv\/v6BBpDvqqxjJzE3wiqGBHweMk83cIRdzQ8rd3tYubacr5uNGZm4IpuRIOKwL+Rfk\/2WlZXOzc6qEKyTcpCSnuIwb\/FHemTxpNUJ+glT5f9zz8Ds9d+RI01PTK8srRrfV2NDomtsOb1ff0kP6+\/oJHtUmh2v21axMxBF1dXZheHQrEPe4WFauHEk5Ijc1qNYx39jp3NNyeATFphW4DlXwDEaHaubljHHBqEwblWFbGS9GcY+LZeF02rE04+1+zEz3D93ZX2bLSaCiwqJ7w\/fstjjjUOnDnx+wl\/nn81WTJCURV9B8xtmi+iiuRdwcTT0aPE1keWkZL3bu7Dk5FXQ8\/fiVyivECu4LnG2rzb8274\/eLy0pNa6lL\/y6cGhwKHhdQPmlcikQd244PIcJyY2IQHJ0ZNToSlFWZhYA+R74vOldcRLWhabBH+m3uhDNVF1VHXIRFiK+0WPkuOfhwg3SBv129\/7bW9u4VcIufX6QiCthC24VwO1shDi3xYVFm4f5dEIiFUlsZUaEiOgTQ9J7t3f+t\/k94nqusfP7TvlJ3LkZ\/mlYjpSbk2ta7hVSXBsAEf2YLCfKOJFxseAil01kbbd0d252ruCrgsrLlXYzkAQDBI4112tghU6oqjIgooKK8gpw4eTDXCBA08hvreMGHWiwmCshzyJS0xcmmsRGvFtLcwvujNpJ7DwNWbqW8PEbEjpsxsjPI40Njfgg43ooUXJSMpEvOSxlMJAHHTX4deZX2Y+l3GBF1NaDiLogQJuemoYhvC\/9xmSHRJkZmXwFSU2NTRyUK7QyO0vIeDEBB9Uy8ONAw60GHA1AYJKlNozCrmCnYYVqmX01q63mjLSPJYab6Ff6wJCscCYFaLvdRuwcbH51sR2bVPJNCRarrrYOamldOlnM56qhOHLj12JYrAgBIuEFF8JVFxcVn849rS8qMklAobYpj41XlxwLe5wYbojGY+z+dxbKU6dggReXCjU9n8AkzNXJ7JPn\/3O+qLCIiISOKMutsWe4vMmJSfz92ru1A9nwyLjBIq6+WeVwT8ef0hP6evvkyW1cCIaThODc2XOklsYYNlgkRHQPwsH6G\/XybJeF+YVYgaKL65KYQQ4ad24IyuRIIgIr9UV8RFREk1NxE88mOHRPdw+enugPG579ZbYx59xXFOYnOadyaBWsGj0Y04U70D8wRwODHR99DJMysuVa9TUKGMvzFbEzu2KHgAsQe\/NtElaEX4kvJsEEEWIU0kzMCY0a7\/sb+sQ0kaXcYFdjfrxwJN6NJBmeCAhIx+g65PzYfNpAmhMrRXCwm8uLtzBUHJoQDZMMoBgPnBH2A0czODBIm+Eg4APjhCFJyN0MzLk614Cs44auT4PFI7aISn7tlhlnhZVa+n2JMIIWwihirvB9OFl8B2eOF6OL87lZf5O4AUNi\/JC54PWwBzQ8rc6fpgLYHryP7AFeMRXslp0DBG6RwxGucmiyQiwHrjzexuOg4nzgmEbUp6bHnRuZ74OlCWfwxpEKPAKdxgY+PoQs7rtJAtaCiz570zputCEWT86UntwQvMt\/LOKGjMDjxrkit6ARccFTL6YC2CSCm4SEdZ6i0dDgEAG774HPuvEbeb+BcIPvJywnwop3Nm69iGwIcrVZcG7sFGSjpKI0XwK4IS7mwHK7m7RCfe0Wkd7LjY6QMxBco8Rww59tt9v4M+dUjsueFZqQ+1PWy2puqFDhhn4pByYylwLukMdNlDJzI5mbzs321rbMea4or3DTOIcrufnw54cx35i2VGonaEsYN0gsECKpky0ukCu5IYHios7\/5zyBqWxJADeLO88xIbLhVNgIQLLFBXIfN7BSGXiWSFFhUQLsjTBr5AaRr\/b19rlpJBDbeTz9eP75fNfkU7gnQURbPLUjq7lBRm7cp431Dep3cmLSHeM3H7c\/1tXW0Wqnc08bpx573HjaS88nn0urjfw8ojYFlABuFuYX1CZPtpc+zGaan2kdNyRycqSQ3BAjY9u9W552E2F+WWkZfV79vSO7cNPT3cNXDbcavJudtpLMkAweYLMLN\/07L21w+nvtSL+5ltGRUfdN2jLKOm4ejj2UI4XkhuqW5woUFRY5OoMlkExOSiYg0FYnuVcJ4Gb+36\/41qUHzvRXtcmBcsO4n197f8duj38Q2Yibrc2t6sD7\/o6mHnXuA5RcwA0JSt6ZvKqrVXuscbMRN2hudk6W7mpvTnSmnM4NZkamRvHvHs8YsI4bfb3WHtwgIspr1ddifjaWydHcEMt3dXZJM+394D7bccOp6zddnShHc6O\/B7rtdtve90kSwI07Hv64m6hQEsPyS+UbdltYuJ8WFxblKVoFXxXsOwnT4ybGIiaYeTnjxGvUF9ROh\/HaVeu4efzosRwp\/DpdmF9obWkNHuT2FA+RlDQ2NJruX+4mW3MjjyBF2rQET\/GXNsYd3m2eBHAD12rTfuLk5IEjuTm5IUeZPSVK1nEjiQYKnxuk\/6q0pHTvEUz7SLs165Cbs5t\/bUZ2P8Tu3NAA+gNsq6uq7X\/TZ2V5pfm75p7uHrs9giRYJFBVV6vKSsv0lQLhy\/bcBKYq6s\/qsf8M9olnE5zn8fTjNl9PCN+yDin1i9QIYoAEcDP7alZtCluY0472joryinBSxMRKLtPm4354fHn8ERr+aTgCr2odN\/pYZATcoK3NLUfMr7A\/N0CjP9Wxv68\/solyjuHGKbI5NwSIsj4B9d7tjTgIcyo3q29Wp15M2dAC2Zwboi5ZRBcNNMg6bvTlWxxSbYpC8qJH7K28Bc0+Em5SbPyexNdzr+nDUaZ7TuVGv5lyIf+CrRwfyW11VXVTY5Oj7+rvK6dyQ3fR70KkHUszLkFNsPzaXGn7jDOBLxUe87WOTuVGk1+bQ0gkIbsdGhxS2z3tCCcuLzQkptlj8l4Eso4bGRBDsX2m3\/TUNK6K3ZZfKnfK6L41omb0d2Q2f9ccZUBjkuO5QW9X3\/b39WPP1N+HXpt\/bepOHHW0d8Tcb7qBG7vpU0LfA73+Yb2luUWqOiszy\/fAF48VgO7khqui7h798sh6z0UEeq36GkdPVD4FN7KciNPYeyp3NLKOm8mJSTmSBdzoq4ZrrtfEr+5Cyg7jfgvzC3jtuILrTm5gRb9vl\/pF6p2eO5YlxtZzw6VZ\/xyPBHBjzT1tetu94Xv6W8TyzuTRouq7eMpKbiCmr7cv51QOGaXFM+Gt40Z\/cpOVcyFWllf0ILE7opfBHlTWcLP2bg0jqr+lt6iwyOJ5tC7nRpNfe1YjtieCWW0RKN7cYGN67\/bqrw07mnq0va3dzX4qYdyEEo3a091zs\/4m3jO2aWq8uYH+07mnOURKckpTY1OiFmqFzw1nWFxULIWp8H1HKMzccAD5sR2ecs05UO9yPoVfF9KDY9Vl2U\/DrYbO7ztjMq4f\/Lgrdjs6Mtra0qpNt03c+Hj43OBAS74pkcLI2dxgDAh3TmaflFNCGHwag3hIlYhCH7c\/RmvD\/NoqOM6QngrWNrpru6MD+Sn6khTW7gXtJ1tzIyK6HPl5RKZni3Cm6rtECNqoJfAlzlUnFBDBmSphGx2IGz2VDucdLg7gRoR5mH0129XZRYZiDEo21jfIcuUd3bQcfjq2twaDtfpmVQ8FUHpaeuXlSrxSnEKlaHQgbqhYKRzOJDszN+AiP7YbN7tpcWFRIlBd586eq79RH1xT8LSv26bM\/G\/zRM0DPw603W6ruV6D1ycMMo7qQmpHe8fZvLN1tXV0Tcx7Au9z7a0DcaOPwYbjvnflJpwj2UG0ongxffBQRBajSgQ083KmorwCpAq+KsBaQAMRCQ1vmoXoe+BLO5amdrEj9mzqgmDkiGUb4XPD5RxJOSIX2x94y39jQ2PV1aqHYw9ViX\/L8dyI6PG4CeCg4blmoJn494Oo5D03wcI4qxIBkbKpLwK3PvLO5OEB4TK206ksU\/jc6OMv0IOVxcTKbVfETlQhg1zCzb7CYAwNDrW3tRMG3ay\/qRun8X8\/iJlMjR7Gxump6aXfl7RHLtrUBYWl8LnRO0xpSancY6YqZAsZgJQxyswN9SWlE5uzxFv64y+d8hSEyBQ+N8HWRU\/L8eayxahDyo2V9zUTqDC5IUaUqI5gX20yPNEm5JRwjxuPm3+Ck77ePrXp82f9TnPIVRZmbggtpbTHjQsUJjf6BDodEQI7GaYnTA6ZExxSbmRsNCszy+bPMYlSYXJDAiXF9CFT3QJ1dXaRUuCzTB1sV26oWbXJjVp7t0YGMfzTcGxvs9tN4XCztbmVcSKDMsVFxWrTzguj0ML8gu+Br\/xSuemeoJkb\/Uju5uaQKBxudEthDG4abjXIxtdzr+tv1AfPrPC4cbPC4UZ\/45hxkhA2RjbiwoAmeNWAx42bFQ43eKKqq1XN3zUbLQrOCydeUV7R0d7BTtRWgzxu3KxwuEEaMaGGxcmkdov\/zNzMvpqVI5nu77hMG+sb40\/Gtdp08m2EfRUmNxHokHIzPTWd\/WX2xYKLjritHbE8bmIsb9wvSnnceNxEIjM3c7NzciR3P3DE4yZKedx43EQijxuPm0hk5ub13Gs5kru5oR7TjqWdO3vOy6ci0yHlBlzGfGPaJFFv\/CYi7cqNaeKtJyfK48ZTJLKOm\/nf5okWPW7cIY8bT5EoAdyQqapNbtT7P94PDQ75Hvhsu0Q3JrKUG3nkjLu5eT75nO6RcyrHsidRJkTWcbMwv3AYuPHG\/aJUCG5kfbnHjQvkcRNjedxEKTM3iwuLwo0NnzoWQ3ncRCmPG4+bSBSCm9QvUjmSu7mhQs+dPVd+qXxjfUNtcqOs42bp96XDwM321vbMyxnjiiFXylJujqYedT03h0QJ4EZ7LZQnh8vjxlMkso6b5aXlw8KNq2dsiSzlRh7Z5W5uVt+sdrR39PX2xfsh2YlVArjZ7cG17tDTwGvSuVLvuUmR6ZBy4437RSkzNyvLKx43rpGl3KSnpXMkjxsXyOMmxvK4iVK7cjPmG1Ob3KjxJ+NcY0pyisdNZDJzQ4J6PP04R3I3N\/O\/zZdfKq+rrTO+IMh98riJsfx\/+9+uvnW3sUGWciNPs3U3N4dE1nFDLxRufA98apMnx8rjxlMk8riJvdY\/rGuvJXO1LOUmMyPT9dws\/b5UW1Pb2tLq0BcghinruFl7t3YYuPHGb6LUIeXGGy+OUiG4ycrM4kjhvLTeufK4iVJmbqhHjxvXyOMmxvK4iVLO48b\/t5\/8+f0f71eWV5aXlk03mMgHR0dGe7p72tvaW5pbmr9rbrjV0Pl958L8gioRUFdnl1RoUWFRdVW1fAZ+HDAtw3s99\/pOz53eu72DA4Pslpjv8aPHId9Tak9Zxw3tIe9kp5rUpkSI9jNlyAA9NDhE8lxWWlbwVUHemTzid\/41nSd\/Sk2ZZHqZsf4+N6MyTmSQn6sSAbXdblPfGVR5udIIK6c68vPIzfqbZPXwem\/43sOxh1MvpuwwA9Xl3Hz488P01PSYb6yvtw8LcaXyyoX8C3R09XVAzyefywQPkzAGqkRANFhpSenp3NPn\/3M+\/3z+xYKLcMY+52bnVImAqFA20tj1N+qxNN9WfFtRXsHRTSOBj355xK7g6Xj6cVk2jzg9Izfzv83n5uTKV0Z1\/9CtSgTEnjkon9U3q5YNGrmHm\/UP68FLsml7uTyjyi+VGxcbUN24Gxq45npNY0Mjjmb4p+HxJ+MkgKrEjj59\/MQP+ZfPbm\/kCl\/simYGFAweHoqWwD+q7wIC+v6+fs4W1qk6WUWEOto7VImAJp5NSMWezD5ZXFQMr4AFl3ENsCzlRl4cHStuqFZ6JHEo1UTPpnLp6CYbDhAckQ6dcyqHAsBBmdAv3LPtoie\/xiuE0TEELxMQGFRMYKAR\/xGXbJpXiVkiaIvV0w6s44ZmFm7w2WpTFKKTEXjKgwp04T5MoSU2Y+blDP9S79qL+Vy5Is6vxey0HwEQYRPODoywUvCkCgRCfgJwOk\/h14VNjU00AdUSzZsALOWG8+ZIB+UGSw4N\/Fz9HZD+GmpEmkaogfXGkJiSIOsFnWRY9Gz1t\/Xyax5QqwdDJ2EL9aPqa0eEaKAW2XNP7csN5YlY8UEl35SQ4JiCQUjC9+PyaCRsb2QXHw8RJksGbrdb4oRxxG11tXX4a2lyhPmJLJS2IzdELcQlpMRyZiJyUfW1vWX\/cT9Aodf5HvhwaqZ7hXRCzBIdkibQ3Pruso4bvGk43GA5jEMg+CD6Lh0FF65K2FuOHi++P3pfqj3tWBqW6fGjx6bwQJel3MhoBD5VbdpFfb19p3NP19bUqmTSUcGso7nBzNRcr9HHkxAxEDYpOAxIMDcryyvEKMT26u+AMKS7YW5\/Of7+lF+bekbXPXf2XACMpLwzecGxmnXcEL0auSHgfzj2UE4OT7S3N3WQHM\/Njujn+Cmahlgz2ORbyg3ehyMRrBDbNzU2yYFR791e13AzOTHJFWV\/me1ck2kUHsrUNGyhzyeAm2vV14qLiuWopKwk2\/bJoqMX8Xv3D92DA4Ou6QlG0Rl6untIXHAa0oLWcaMLA2iHW7uewheJutwL02PnuHNDbKVzczL7JOGwm8zMIREpi+lWsRXcEJlzpJbmFu3Gr8eMM\/Vx+6PxJg9hhvoiRjJzg78vv1TOkdz9\/JvDIFIt\/WbFxLMJtTVGMnNDEN7a0lpbU0sypTa5UdQpHUN7R7qrDSqxv3AT86dEmLnBERLf3Ky\/6e6wZnlpubGhkZA\/svuFTpGeT8V8triZGwJhDnM09ahpVpvLRK\/AoAbPFXSZ9DtZcY+L9ZGiwYFBtcmTYyUTKZOTkvHLalOMZOaGOLzyciUHIwk3Te735CzNvJyRmZZ4ZLUpdjJzg8jZNIOTlFRRXuHu6NjFWlxYlKlRGScy4jGtMQQ3pBj9ff2CTllpmetf7uU2+bXFQPnn86UF4zSeEoqbwIDjnZ47cuCszCzCK7vNp\/QUUsQxQ4ND+kKA+C26Dc0N+vTxE1kcIZWcwbXqa1BM9KO+9mQz0dUnnk0QWkh70dvj+sbCXbkRTU9Nl5aUyqmghlsN0OPuMQ\/HaWN9A2JqrteoRkpKqrpaZVoPH3Ptww3C9JGTy6IqEbYHlp0+48nx8muLH\/BEuo1BeWfy2GKBW9ifGxGn2P1DtzyKS0Tk1dXZhUGK+diAp731\/o\/3GJjWllbjjBeIIZuxrDOHy40Ievp6+\/RYXVRcVNzT3YP\/0ubOeffP4yP\/336YmJyYbG9rD65\/IlGL50gdjBvR1ubW+JPxuto6eSK\/rosFF1uaW8Z8YzhXL\/+KgfxakDA3Ozc6MkpkaVpenv1ldvN3zdj7hExZjIQbXWvv1vCm1VXVJoDSjqURTdMzHo49nP9tXnNknh0KT9gVzDas+B746IRFhUUpySmqWgMi0Ky\/Uf\/ol0eJnYQZFTe6MKEgcrP+pmmOKTqaehQ71NjQODQ49HT8KRhRL94cQl1YCwgAFEz4wI8DMIEbMrGCMDZgRAXaZCJ9bLjRJXPoyb\/IuYIZQqlfpFIv+DiCOJIyCr9dfcuvDglJXCYXu7K8MvNyhp52p+cO+fPZvLPBoKBzZ8+BEbELnc1uI2cx5sYoKmj21ezwT8PYIextyKdlJScl55zKKfmmBJLabrf13u0lPCLEXvp9CRtGkORIngLPwuHk8eOLC4sv\/vcCpwMiGAwooSpk0niwsjKz8O9NjU3yJAY7j7LGkRuTsMakA5hifFZZaVluTq4+GB2sjBMZJJaFXxdit4j+5OlaOHX2AIs0BlaKsGnb+ufl+DWbwUE5NC6DBJOTwWriQSAeQ9v5fScNX3W1Cu\/MNYbsLaIjKUe4xoryCi4QJ05v2YjR45IskHXcmETtLy8twwFAtLa0Xqm8gv\/ao5Z1QRvFCA9x+fRd6l2e3Ia56mjvoFvTeOyTLo4f5EPc8HzyOa0S5ofC\/ER+y07YG6yzW8J8zpO8BpQ5KEzjRziNcM4Z0RMKviogh2A\/Iz+PcCDQd653Thg3ISVp58SzCRqsp7sH7\/5txbe00N4d1yYCaPJKTAg0V16uBGXcLkEMILpvYMJe3Owqv3YXBvtEN33y3ye4f8JqnBcRA4ERtoqw4EL+BdoMwjIzMtOOpRkf1xCxSAbZFTskxid6xWDgYTkcQHPo7h+6MUWcDPaJOBefpcFxODJFh3BzEBFOYrcIqwmuyUTkQ7tixmjgPT44TSIV\/SdgSgTDrrxZAMFyITeeLJDHjaeD6\/Pn\/wMIdsWyD9fQ7AAAAABJRU5ErkJggg==\" y=\"2\"><\/image> <ellipse cx=\"82.5\" cy=\"26.5\" fill=\"none\" id=\"svg_2\" rx=\"77.49999\" ry=\"19.5\" stroke=\"#000\" stroke-width=\"3\"><\/ellipse> <\/g> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$100\\pi\\;cm^3$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{304}{3}\\pi\\;cm^3$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$101\\pi\\;cm^3$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{302}{3}\\pi\\;cm^3$<\/span>"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{304}{3}\\pi\\;cm^3$<\/span>.<\/span><\/p><p>Th\u1ec3 t&iacute;ch kh\u1ed1i g\u1ed7 c&ograve;n l\u1ea1i l&agrave; hi\u1ec7u gi\u1eefa th\u1ec3 t&iacute;ch h&igrave;nh tr\u1ee5 v&agrave; n\u1eeda th\u1ec3 t&iacute;ch h&igrave;nh c\u1ea7u<\/p><p><span class=\"math-tex\">$V=V_{tr\u1ee5}-V_{c\u1ea7u}=\\pi.4^2.9-\\dfrac{1}{2}.\\dfrac{4}{3}.\\pi.4^3=\\dfrac{304}{3}\\pi\\;(cm^3)$<\/span>.<\/p><p>V\u1eady th\u1ec3 t&iacute;ch kh\u1ed1i g\u1ed7 c&ograve;n l\u1ea1i l&agrave;&nbsp;<span class=\"math-tex\">$\\dfrac{304}{3}\\pi\\;(cm^3)$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-05-30 07:51:30","option_type":"math","len":0},{"id":"11730","post_id":"7995","mon_id":"1159278","chapter_id":"1159334","question":"<p>Tam gi&aacute;c ABC vu&ocirc;ng t\u1ea1i A c&oacute; AB = 4 cm, AC&nbsp;= 3 cm n\u1ed9i ti\u1ebfp n\u1eeda \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m O \u0111\u01b0\u1eddng&nbsp;k&iacute;nh BC. Khi quay n\u1eeda h&igrave;nh tr&ograve;n t&acirc;m O b&aacute;n k&iacute;nh R quanh \u0111\u01b0\u1eddng k&iacute;nh BC c\u1ed1 \u0111\u1ecbnh ta thu \u0111\u01b0\u1ee3c m\u1ed9t&nbsp;h&igrave;nh c\u1ea7u c&oacute; b&aacute;n k&iacute;nh l&agrave;<\/p>","options":["<strong>A.<\/strong> 2,5 cm","<strong>B.<\/strong> 3 cm","<strong>C.<\/strong> 3,5 cm","<strong>D.<\/strong> 4 cm"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong> 2,5 cm.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"260\" width=\"350\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"262\" id=\"canvas_background\" width=\"352\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"257\" id=\"svg_1\" width=\"146\" x=\"2\" xlink:href=\"data:image\/png;base64,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\" y=\"-0.5\"><\/image> <image height=\"205\" id=\"svg_3\" width=\"196\" x=\"153\" xlink:href=\"data:image\/png;base64,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\" y=\"29.5\"><\/image> <\/g> <\/svg><\/span><\/p><p>Khi quay n\u1eeda h&igrave;nh tr&ograve;n t&acirc;m O quanh \u0111\u01b0\u1eddng k&iacute;nh BC c\u1ed1 \u0111\u1ecbnh ta thu \u0111\u01b0\u1ee3c m\u1ed9t h&igrave;nh c\u1ea7u c&oacute; \u0111\u01b0\u1eddng&nbsp;k&iacute;nh BC v&agrave; b&aacute;n k&iacute;nh l&agrave; R = BC : 2.<br \/>&Aacute;p d\u1ee5ng \u0111\u1ecbnh l&yacute; Pythagore trong tam gi&aacute;c vu&ocirc;ng ABC ta c&oacute;:&nbsp;<\/p><p><span class=\"math-tex\">$BC=\\sqrt{AB^2+AC^2}=\\sqrt{4^2+3^2}=5(cm)$<\/span><\/p><p>Suy ra R = BC : 2 = 5 : 2 = 2,5 cm.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-05-30 07:58:30","option_type":"txt","len":0},{"id":"11732","post_id":"7995","mon_id":"1159278","chapter_id":"1159334","question":"<p>M\u1ed9t qu\u1ea3 b&oacute;ng bay c&oacute; d\u1ea1ng h&igrave;nh c\u1ea7u v\u1edbi chu vi \u0111\u01b0\u1eddng tr&ograve;n l\u1edbn l&agrave; <span class=\"math-tex\">$27\\pi$<\/span> (cm). Gi\u1ea3 s\u1eed em l&agrave;m&nbsp;t\u0103ng g\u1ea5p \u0111&ocirc;i \u0111\u01b0\u1eddng k&iacute;nh c\u1ee7a qu\u1ea3 b&oacute;ng b\u1eb1ng c&aacute;ch th\u1ed5i th&ecirc;m kh&ocirc;ng kh&iacute; v&agrave;o qu\u1ea3 b&oacute;ng. Th\u1ec3 t&iacute;ch&nbsp;c\u1ee7a qu\u1ea3 b&oacute;ng bay l&uacute;c n&agrave;y t\u0103ng l&ecirc;n bao nhi&ecirc;u l\u1ea7n so v\u1edbi l&uacute;c ban \u0111\u1ea7u?<\/p>","options":["<strong>A.<\/strong> 2 l\u1ea7n","<strong>B.<\/strong> 3 l\u1ea7n","<strong>C.<\/strong> 8 l\u1ea7n","<strong>D.<\/strong> 27 l\u1ea7n"],"correct":"3","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong> 8 l\u1ea7n.<\/span><\/p><p>Ta c&oacute; chu vi \u0111\u01b0\u1eddng tr&ograve;n l\u1edbn l&agrave; <span class=\"math-tex\">$27\\pi$<\/span> cm n&ecirc;n b&aacute;n k&iacute;nh c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n l\u1edbn ban \u0111\u1ea7u l&agrave;&nbsp;<span class=\"math-tex\">$R_1=27\\pi:2\\pi=13,5(cm)$<\/span>.<\/p><p>Th\u1ec3 t&iacute;ch c\u1ee7a qu\u1ea3 b&oacute;ng l&uacute;c \u0111\u1ea7u l&agrave;&nbsp;<span class=\"math-tex\">$V_1=\\dfrac{4}{3}\\pi.R_1^3=\\dfrac{4}{3}\\pi.13,5^3=\\dfrac{6561}{2}\\pi(cm^3)$<\/span>.<\/p><p>Sau khi th\u1ed5i, \u0111\u01b0\u1eddng k&iacute;nh c\u1ee7a qu\u1ea3 b&oacute;ng t\u0103ng g\u1ea5p \u0111&ocirc;i n&ecirc;n&nbsp;b&aacute;n&nbsp;k&iacute;nh qu\u1ea3 b&oacute;ng l&uacute;c n&agrave;y l&agrave;&nbsp;<span class=\"math-tex\">$R_2=2R_1=2.13,5=27(cm)$<\/span>.<\/p><p>Th\u1ec3 t&iacute;ch c\u1ee7a qu\u1ea3 b&oacute;ng l&uacute;c sau l&agrave;&nbsp;<span class=\"math-tex\">$V_2=\\dfrac{4}{3}\\pi.R_2^3=\\dfrac{4}{3}\\pi.27^3=26244\\pi(cm^3)$<\/span>.<\/p><p>Ta c&oacute;&nbsp;<span class=\"math-tex\">$\\dfrac{V_2}{V_1}=26244\\pi:\\dfrac{6561}{2}\\pi=8$<\/span>.<\/p><p>Suy ra th\u1ec3 t&iacute;ch t\u0103ng l&ecirc;n 8 l\u1ea7n so v\u1edbi ban \u0111\u1ea7u.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-05-30 08:07:44","option_type":"txt","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.