Ôn tập một số yếu tố thống kê và xác suất

Home Lớp 5 Toán lớp 5 - Sách Kết nối tri thức Bài 74: Ôn tập một số yếu tố thống kê và xác suấtBài tập nâng cao

{"common":{"save":0,"post_id":"9127","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5264","post_id":"9127","mon_id":"1159414","chapter_id":"1159500","question":"D\u01b0\u1edbi \u0111ây là bi\u1ec3u \u0111\u1ed3 v\u1ec1 di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a 4 t\u1ec9nh Tây Nguyên:<\/p><svg height=\"282\" width=\"340\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"284\" id=\"canvas_background\" width=\"342\" 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=\"282.00004\" id=\"svg_1\" stroke=\"null\" width=\"340\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>T\u1ec9 s\u1ed1 di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a t\u1ec9nh \u0110\u1eafk Nông so v\u1edbi t\u1ed5ng di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a 4 t\u1ec9nh là:<\/p>","options":["A.<\/strong> $\\dfrac{19}{53}$<\/span>.","B.<\/strong> $\\dfrac{23}{106}$<\/span>.","C.<\/strong> $\\dfrac{15}{106}$<\/span>.","D.<\/strong> $\\dfrac{15}{53}$<\/span>."],"correct":"2","level":"3","hint":"","answer":"Ch\u1ecdn B.<\/strong> $\\dfrac{23}{106}$<\/span>.<\/span><\/p>Di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a t\u1ec9nh \u0110\u1eafk Nông là 115 ha.<\/p>T\u1ed5ng di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a 4 t\u1ec9nh là 75 + 115 + 190 + 150 = 530 (ha).<\/p>T\u1ec9 s\u1ed1 di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a t\u1ec9nh \u0110\u1eafk Nông so v\u1edbi t\u1ed5ng di\u1ec7n tích tr\u1ed3ng cà phê c\u1ee7a 4 t\u1ec9nh là $\\dfrac{115}{530}=\\dfrac{23}{106}$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-05-01 16:20:04","option_type":"math","len":0},{"id":"5266","post_id":"9127","mon_id":"1159414","chapter_id":"1159500","question":"M\u1ed9t c\u1eeda hàng m\u1ed9t ngày bán \u0111\u01b0\u1ee3c 800 c\u1ed1c trà s\u1eefa. Trong \u0111ó có 150 c\u1ed1c trà s\u1eefa lo\u1ea1i A, 80 c\u1ed1c trà s\u1eefa lo\u1ea1i B, 230 c\u1ed1c trà s\u1eefa lo\u1ea1i C. Còn l\u1ea1i là trà s\u1eefa lo\u1ea1i D. S\u1ed1 c\u1ed1c trà s\u1eefa lo\u1ea1i D bán \u0111\u01b0\u1ee3c chi\u1ebfm bao nhiêu ph\u1ea7n tr\u0103m so v\u1edbi t\u1ed5ng s\u1ed1 c\u1ed1c trà s\u1eefa bán \u0111\u01b0\u1ee3c trong ngày hôm \u0111ó?<\/p>","options":["A.<\/strong> 32,5%.","B.<\/strong> 43,5%.","C.<\/strong> 42,5%.","D.<\/strong> 35,2%."],"correct":"3","level":"3","hint":"","answer":"Ch\u1ecdn C.<\/strong> 42,5%.<\/span><\/p>S\u1ed1 c\u1ed1c trà s\u1eefa lo\u1ea1i D bán \u0111\u01b0\u1ee3c là 800 – (150 + 80 + 230) = 340 (c\u1ed1c).<\/p>S\u1ed1 c\u1ed1c trà s\u1eefa lo\u1ea1i D bán \u0111\u01b0\u1ee3c chi\u1ebfm s\u1ed1 ph\u1ea7n tr\u0103m là $\\dfrac{340}{800}$<\/span> = 0,425 = 42,5%.<\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"0","date":"2025-05-01 16:28:54","option_type":"txt","len":0},{"id":"5269","post_id":"9127","mon_id":"1159414","chapter_id":"1159500","question":"Lan gieo \u0111\u1ed3ng th\u1eddi hai \u0111\u1ed3ng xu. K\u1ebft qu\u1ea3 \u0111\u01b0\u1ee3c ghi l\u1ea1i trong b\u1ea3ng sau:<\/p><svg height=\"201\" width=\"340\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"203\" id=\"canvas_background\" width=\"342\" 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=\"201\" id=\"svg_1\" stroke=\"null\" width=\"340\" x=\"0\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAEaCAIAAABGvxO9AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAACu+SURBVHhe7Z19TBtX3u9HogKkhCxNsi0t3eRx2DwkCk2XPqV5bXnipi0XBMJJiDZuomQ7t40ApQoNW7ry0lVuoNoG7oPWImnyFBUpCiRCdiJQ\/CgCZcPyKCC0CVRir6t7s2JXWunxlVZXvlL0yFfqH9yZOWfeZ4xfYXz4\/vRRG59zGB\/bx585Pi8z3BICgUAgHBkQNAKBQDg0IGgEAoFwaMiC\/n9\/XvrrhwDkHv\/7K9qGLUPINZQHICf4v2NC+1UE\/b+WFk8AkHv8xyXahi1DyDWUByAniAaF9gtBgxwHggZMAkEDFoCgAZNA0IAFIGjAJBA0YAEIGjAJBA1YAIIGTAJBAxaAoAGTQNCABSBowCQQNGABCBowCQQNWACCBkwCQQMWgKABk0DQgAUgaMAkEDRgAQgaMAkEDVgAggZMAkEDFoCgAZNA0IAFIGjAJBA0YAEIGjAJBA1YAIIGTAJBAxaAoAGTQNCABSBowCQQNGABCBowCQTtdJ7qH35\/PKZ9CAhrSdCRb3bxPy\/jmw9GTFmJE\/1mazEnxE+G\/mTMygpoxqkBQafB0aH6fLGRc1zJvl0PvjPkpk9d76t53KuVYbVxHw158rmSsuCskgIk1o6g\/1TtLRBa3PO9E6as5DgeOia23n2\/8ZiyMguacRpA0ITFzzdIpuW83xiz4hB9WLc465luFv\/Wda7OkJs2x4fel+pUVjYwWh+57+4\/tl58+MqusLHkmmfNCHquWWgD+d5vjhrStYQ8UrPhNvQ+NGbpeFrje4XjCrY\/MHRvU8XmS7QSzTjRl2xF7IknMisS\/d6YtfowLOh4n9l31fyPSS5X2fxuNFVBi3znbt0q\/F0h\/+1xY1b6fFftpfVSIjtPlOvkkKC\/98xd3uEuKyykHyhX+OMN7vpdA6Mem1\/9Un9TCKETKrTbVwrdv16mKxDfVuEvX5QGN9a3Dh1dmqh0l6xvzVCLsv0SZb8ZpyHo+t5\/JH+b\/Hd\/BViLgtY0l8pf1pFvRaqCJr2D57vuZ02aT97tfX89+TIXv1oWfAg7W5Ergp54021UlSbKdoSeGP8k\/PnzQk5x2QbBqsWeaqEzYShgJo6tIr\/7iXic93e1vioUkBytL5AO8b5EWW7GEHTuYf2ZWdlZIFVBe0JtZfyXNaZ0sLLkhKA1bW+np3JoqE78ZX3fHby0w11Ckjf3T+v+hE7liQO4dMiY\/ODTljFjZ6vo18rRlMo87wtmzNGp\/wxNmzQE7WzWlqCfHFS+Ifv0vxNXsW2BDJALglba2M5fmscoji\/2l1V69utGOb6vn\/7mYLC\/Okzmn596pvvFh3OmXraB1bIVBJ151pCgVTvnu780fkO0bSv28OCFffTnGLfhee9vzH0W4eu0w701jxQRfrIN3D+69I04FC3Ezs\/r9YU1jO4iXaXKX9cLX7\/ghy+6xBl5jsvLr\/S8MW1aBxIdecP7Kl0oUrj1J74bnqWHlTvJY081LZbWMV+80F8fU475j5WL+sI5Qy4IOgWJRO+9eWHfhmLa0PJKXn3ZJ3xepmIGbJ4okUZ7fOgdklAWMjeVr5dZ72En6LSaccF694cHF5ebvkvjJTtb7mtF0NP7j9jbWUBpW7XHyujPTU1Ufq79k6OhY8oEjxL5Xs\/L5F\/xBC23y50fVyqzlGroliKdCP96M03XRKVnq7FlZ\/CYEHQ2CR0j77JlD9oCyw9LiOKDb2o\/UzNWxkm00cp\/u7XL4tmXWT1iKeikm3HbwV5xfFwfG7aG4i5jzcRLhqBXFuV977qh2vnI76x7AUrbEqOsrF8cH6wLnSPz3UJsDclfiejv6AfMcev5S+7wrCc89AZPz8piJCJoMfI20D\/\/dpcycaS27NFdLpqW7z53cG7Kszh60HeQdkPEMLVsMVI45j9rGjEEnVWGtqvvddnLPvGTOmrXHY59W0bbnvKZappZ8el3DeW1mI2TeKOV\/1aMkn\/eFRytj0zVDJCFcULEbSEWgk6tGcuVXBx9ky+jSdy+N+NszMnES4agVxZtUyNx5He2539V0K\/smlO7J8ovvrzWEZKizPnmyykST99tlQ+QmKDX+0bV9JjcmArlL55SefeX2jOKZ2AfTbdq2fGPKS9HNR7zqPwaIehsc3T6nLk7mefaV9b7bV1M1ylWmpnuM9U0sxcH7Hd5mIyTRKNVvzXv7NeM7NX46I+zeM9rFnRKzTjP+7Xme0oWa4ux3ndfTjSRiZcMQa8s8vueV6L88N+63W6\/n9K2DD8\/w7\/Ut7nZN93kscllSsmEBF22W7dKf2I3Taft9d1WMgCn6blTvpb7AOaWnfIxR+SeHQSdfWIPq3s9z8vDyprI23DhW1lM9s1srpl+Vt6vdelajMZJptEqSjUcP1hPkuNZzCTolJrxj3fNKcUkIr+hZzVxeFqfpZCJlwxBryzq+z5RN6D8qrJxtMWvM8t0pRkpDUshkUlCuz83pld7yUOzMc1HyOAxzVm5Qu4IWuZ4dKom9N8rL7zzvGaMSe7u2X2mArLa4jQzo3HiHC3hGbNELGb6EqXUjOsPqsUIciWV35dmsvGSHcFamSR8uoyjIWjrrFwh9wSt4XtPkOwVFILoye4zFVjDguaOmeovk42X7AjWiqCFlKeeofdtHZ2ooKcqK8ljU5tLbojD0G6M6dU8eZjUb8NljokhDgejfFjkI1B+ob9q28ySGOJIptHa2SoRi5kFnUozNg9xfPkiyUninJSJl+wI1pCgBewdnaigF+vUKQvr2ZuMCFqd0KvVTWzGnV1J+JiYJFwd7u8+8nPrJb3qkgPaSVTmuDZ0aa9ap86YJTVJmESjtbNVIhYzfVlSasbGab26LvpWKBP1FmTjJTuCtSVoARtHJyxo9Xxuuf5JiEwIWuzVyiv8CmsTXJ+07DGxzG41UWyVV\/nOrv7+auH9j4iN52D\/h5vlpfeqTXTL7C7XLJJmJq85S3aZXeKN1s5WiVjM4kuUQjMWw2qZnenHhJZsvGRHsOYELfD0qDrkJzs6cUGLC+CVP1cjuY0qy8tU+C0mXSXHEHFW+Cd0TGxUWTWOTn\/+snkPlCYKDYv0M7xRJbFGa\/etScRill+ipJtx\/W6rjSovDsS9\/nU2XrIjWIuCFtA6+sdlwSdJCVog1a3eychUIKE9sukds3fkqFryHf21IHKIHBC0hHit0V3efRtKaLMSIq+k7EX+8+qw1Z1NYhMHV3art+23JhGL2X2Jkm7Guq3eheIVC1K8\/Ai2egMGsFN8DpErggZ2MNAIswEEvbaw+mmsbASI1\/d3OBC08\/n+KL1xieVdELMq6D\/JT+3Ae6bEB4JeU4R\/uaFwq\/CDen9Qvhjx0DllYPTlIdPy8JwBgnY+8ccAsylou7GXHACCXktoljcZo5CPe6EypwNBOx8IOgUg6LXFn+pCn++ofbVQvRbEhg3un1eGcv1OWhB0roMxaEsgaMACEDRgEggasAAEDZgEggYsAEEDJoGgAQtA0IBJIGjAAhA0YBIIGrAABA2YBIIGLABBAybRCfqH\/7MU+x8A5CRxwlASgJwhLLRfWdAIBAKBcFhA0AgEAuHQgKARCATCoQFBIxAIhEMDgkYgEAiHBgSNQCAQDg0IGoFAIBwaEDQCgUA4NCBoBAKBcGhQQf\/H35eehAHIPf7nX0kTto7vlq78YelTAHKOvy7dFxowBA1yGwgaMAkEDVgAggZMAkEDFoCgAZNA0IAFIGjAJBA0YAEIGjAJBA1YAIIGTAJBAxaAoAGTQNCABSBowCQQNGABCBowCQQNWACCBkwCQQMWgKABk0DQgAUgaMAkEDRgAQgaMAkEDVgAggZMAkGvHgvGlJl5Y8rKsTDX0cQ3NrV2jMSMWbkABA2YBIJeHSav8JvyimuuRNXEe73leYXl5+fUlBVkrH0nx3FFDaFJU1ZOAEEDJoGg9SzEJqci4yLRGUNWZhn1lQpG5EoONIcCU4vDfb6qIvGxu2c1OrCzQweE567oDZg69bkCBA2YJPcE7W8QRcZxO9vuG7MIpDMohKt90ZC1PPd7XeSPOa\/fkJVpAu2V9KmUeK1\/zFTsyXxkuNt34PwDY3qaCB128SnFXvzwucpN23j\/rKlM7gBBZ5XQTPXeErG5bL3MG7IIofn3TtW\/sLFQLCNG8cbXP3L3RT4xFAPJAkHrWUFBPwnHxvr4cqnjzBW43O3Tk+YO7ATRKMc1hIxZ6TAbqhGf1+XaIvy3su2eqUCuAUFnixh\/6aONUhMUw0rQrX3nfkSzjbHu7eGzpvIgCSBoZ6OcMDIo6IVwW4VwRGkEnPSji7w53X0WgKCzwd07FVufk5qfHGZBh4blLs1zG+uuHrsROXt34Vhnp0uW+saWp7ryICkgaGeTBUFPjoZ6+oI9tyLah\/6bi9kdc88yEHQW4FvEE7lo3r2H1kn\/Mgv67GeHSM6PTv1Rm\/7pXf9LJMNuVAQkwloS9KPpjobKojwpr8Dlbn4wvrDYtl16qA5ohGpIwvZei+FgSqybNkrerx2m4ApLD\/cOPhLLTN7qr6koJqn5W4603dKs1iDML\/acdpcWSCXyisubBgKz+pd2xUseGCNexZYmbwrPW5JPSuYVu\/bwbdeN5pXKqHXjByIWp4ER3yYpobxjUVfVAlfV6eDYKi4HtAGCzgKioLd+VH879unty7RDbLKtLHFux1e69E\/\/8LR6q5SRf+6ELh0kw5oR9L3e3UTN2qjw1mwj\/0pK0EodvC3mib5S3zW\/lxpbDRc\/ojnCbKhxM81Qo8hb8xb5V4qCtph1lEK7eC7QsY+maqK8wWsUtKxs17mgNB6iD+cNiUDQWeCT0N\/pLJ+9oD+9eo4Mghh70KFvaZt6exhThamTw4Lmb5H1cEYGPzYJemGOlxa1CVG039czsjg+MdfT7NZoNDVBi1HqGRieiASu03VyNLbwndKzdBymfVXNGEVU7oCLxToGw+NT4WtfKBUUQhL0fFR8Obd8tJm\/P0Rf4CObdXgP+3eTkpuPtInHjAQGh9oaxLdit4+OZgj9YvlZiquag0K1x0aC\/H65hkKYBC2Fq\/GLB4EpofBAIz2fcdyegXFS0hlA0FkljqD\/EPXQNl68peX3ZyeElNjZgavb6R\/srb7xg748SIbcFfTyoQpa6Y3qtTJ+0U3TUxV0fkNIGUCY6amlqVxtt9LBfCwtMRZiW1eApCjuK2od1C7buNkqG17z4yDxMWj5Ndb49ekPw4HH9N9KtasuysoWiXTuoelWgi6s8WvGZ9RTnYsflRMdAASdVeIJWiB65jPNSg851u29fCIEO6fHmhD04Ad0fWbNFd2hniwEqY5TFbTugDdb6eBvXVBNDM\/xdDSDPoVyVjAOkYfDLbR\/mpKglZIVrf5Ry10208fJOLJQE8N6Pr98AjMLerNvWCkmMe6jgyTi8LQ+axWBoLNKXEG3Xr28faOy2EO76qPE1fLvrabyIAnWxBi0\/Z+kNkloc0BrmRqfQqme8WxhedjEBR2ODZ6mZaUo3LTN3dgeHJYmLSXsX5r5WZQU3clGQu6q538wbcxaPSDorBJH0Dcuv0CyNv6X6r6\/keHmT+7+8b26n5LkgsNjcHTqQNAkiwFBi0zeCbY1uV26OcqSRnrFjwwLmvMkVKWVAYLOKraCfla7l2Tsdd\/VpgtE5ayK6tuGLJAwa0PQHpKQ8SGOlATdQddaZHiIw8B8VJ23LGgdFBNDjdIjsSbpDHHYDtGsJhB0VrEV9MIestr5pf92RpcuYr8CDyTMmhD0TM8RksIdGtJerS3tScJUBC1fJklckDe87CTh1EAVSYtbH4nFwZvG1dbyW7Gv46HwMNZ9WHrEcQd6tCXjTxIWH7+plBR3IbbQl1OoS19tIOisYivov1TT5lBxwLhaQ+lBF\/7sqjYdJMOaEPSThenjsvw2vZXBZXYpCVorxG32y+xo4bCcUVwlXvcuErgTtt7yNyhOUebvqOW\/CF4bjYxrrpAn96C154CSA2kus6tY9oSxokDQmefZmb6R+ksS50\/QnYQbT7hJyqWRk9KYhrKTUOgo72i5IW31\/svJr67+0y65Wb3Uae5cg0RZG4IWoBdv00e6G1VSE7RyrSJ9GDaqyIUnle4\/CZuKDTdLVxuzit0+9X2w3MwSZ6MKV9dltVHF3emw6ytB0JlH3gpoE\/LARfSYh84HWsTGptq7WGmXBmtG0AIZ2+qdtqAFlt3qrSk87r9QtYWuFMzfb3VJUomZeyFxhnCzfM1Hcav3hc47xnGPhLZ6a1N0W71Lyhv6yXZ2RwFBZ54EBS3wwyc3\/q368Bvr1itr7IrXba\/f89k81m+kS+4JGqwE1icb5wJBAyaBoFeZmUdkh3qWb+CSLBA0AA4Agl5dbAZAVh0IGgAHAEGvLhB0ZoCgAZNA0MAKCBoABwBBAxaAoAGTQNCABSBowCQQNGABCBowCQQNWACCBkwCQQMWgKABk0DQgAUgaMAkEDRgAQgaMAkEDVgAggZMAkEDFoCgAZNA0IAFIGjAJBA0YAEIGjAJBA1YAIIGTAJBAxaAoAGTQNCABSBowCQ6QT\/7TwBylTgRXfozADmK0ICpoBEIBALhtICgEQgEwqEBQSMQCIRDA4JGIBAIhwYEjUAgEA4NCBqBQCAcGhA0AoFAODQgaAQCgXBoQNAIBALh0KCCxlZvkKNgqzdgElyLA7AABA2YBIIGLABBAyaBoAELQNCASSBowAIQNGASCBqwAAQNmASCBiwAQQMmgaABC0DQgEkgaMACEDRgEggasAAEDZgEggYsAEEDJoGgAQtA0IBJIGjAAhA0YBIIGrAABA2YBIIGLABBAyaBoLPPgv7hfGxG+xBkAggaMAkEnVXCbRWFXEVvQHV01N9QzJXwPVNKirOYucJvKuDEKKo8ORg15DoWCBowyVoV9Hx0fCoi8ihmzMokse7Dkuy28Z0ji+OjDzo8LvFhqS9gLOkYZhcDE5HxkS6xogWtg4ZcpwJBAyZxrKAX27aLKuM4r9+YRfE3kAJczRVj1vJc8dI\/3t47ZsjKLLOhmiL6VHKUNF63Ois8Dvvb+eO\/XTSmrwLRwY8rhYoWeUK5MhoDQWeV0Ez13hKx7W69zBuyRJ6d6bu6Z+8b69Y\/J5YRYv2OLXX+E6EfTCVBkkDQWRa0wKPptsOufOnZiir4nvtWdr7OS\/mcq331BT3Tc0SoSfn5sGrnqVBLE9\/YxHfeUYs5Cgg6W8T4Sx9tJI1TCLOgb\/yrS802xE9\/1hfVFQbJslYF7TTkE4YTBD1+vauxqcuvHSUf8W2SqufYtxqCzgZ371RslTvFJCwE3fkjKee57aeqO39\/5m7k7I3fu+t+KqUJXelzJwzlQVJA0M7ASYI28jjcebhYqp2706lzmxB0FuBbKqSP\/bmNew+tk\/5lNcTxrLau6b3bMX1i9L295A8Kf3ZVmw6ShEFBT97sr6kgQuHytxzhByJP7vdKc3Mc1xCixcwpZh4PHSBlPKEn84s9TZVFedLDApe7fXpSXJgRHfR5y+kQc2Hp4d7BWf0REqjMWPtO8sgYdhWTO7PlHYtirU67S8mii7zi8oZ+cwWePJruaFBrXnU6ODavvLc72+6TYqEakmAY8FEGgsQorroYpumG520aCMwqH4dyzBUFgs4CoqC3flQvyPf2ZTqMYT0GbcGZ\/\/oP5C92fGXMAknAmqADHftoqibKG7ypCFrRVl1XG+lKaKL04wc9DdS8apT6hjWrnhOpTNKClmvu+rC3cbP0L23olvQtPbnXu5uoWRsV3ppt5F8JC\/r13sBjOXE2ZPG8Rd6at8i\/IGhm+CT090\/Iv5MW9LNa2oMu2TNgyALJ4HxBH+km6+FMdL9PCmgEPeIrpWnFVc3B4YnI2EiQ36\/RaGqCFsPV2D03NhX2N7u1izJKPQPSs\/QrqUlX5rG04O+34rycEK6Pp+kLnLVZ\/6fUXIi8nY1fPAhMRQLXfVXmCizM8XINivb7ekYWxyfmepprSQdcioQFrb5L0e5DNI3bwncMhsenwte+UJ5HCAiaQZIV9MCvyMA091LnGUMWSArnC3r5UJSk9KmrLkY0h4p07qHpqQq6sOaKosuYaqhDQ5Ny4ZmeWpLmOk\/HAZKojEDiY9CqoF38iJquVCD\/g2k5hUqf2zMwLhcTmJRLpiJo5dmLWge1XfWbrfIJAoJmkKQEHRrbsZ6U5lydWMWRHiwJevo4GRXlvH6tOwT89qJJSNC6YZbBDwpJao1fTVSGhuUDJlMZgRQEva1Lt9vlnrS1RAj5sGo9lT41Ralb0oIev+gmCaZ6hluMwyYrCgSdVZIQ9PfV8he34PBYqzEXJAlLY9A2lhEw6zgpQesPqIwa68RnPGAylRFIQdCGmpvS7WftlPc2aUFbv3YJ+6dbCSDorJKooFU7c7v+BYMbGQCC1mtOBwQNQQORhAT9t9q35RmW7Zdh58zAlKAbaUKmhzhSEnQSlRHIgqAzMMRhqupYh7gFXAgMcawplhd01EPXyguN6MszE4ZckCosCVq+MhHHHejRXoYt7UnCVASdTGUEbraSveBx6yORsKCTmSSc4+nKOe3pJNpTRxWvPteovDRFv6AQk4Rss4ygtXb+1YmQIRekAUuC1mqi5EAGl9mlIuhkKiPweIjOvtH1fIvDo9q1HxoSFnQyy+zUN7PUEwyI6\/zCPeTCeyTU59KcYLZhmR3TPDvTN1J\/SeL8CbqTcOMJN0m5NHLyLikWPeZRNnY31d6InL1rIEoXU4MUYEvQ4aVAO\/0Nro10N6qkJujEKyMx3EwPS8OuYokLWiDRjSrin5eTNE1s2u+2OKbF9fmwUYVFnlZvJR+pdchbBMd20AS7OOXRHRYkA2uCFsjYVu+0BS2QUGUo2o3jXNHpB\/pcGbs\/t0vXb\/WWNqkr721tt7I\/MLw0cz\/YWFFCR1qKKmt805N2x8RW77UABO0AHCtokD2WP\/nlHBA0YBIIekWQb+AyqemxrgSGBSSEh\/27iZ8NazZyGQgaMAkEvSIkvoous9zrchW4qpp6u\/vES3aIE3q\/9R2QL3WkX16S20DQgEkg6BVhlQSt7Mw2xyZPSLmQCANA0IBJIGimWYgFrveePFS5SVl3kVfs2sO3XV\/MlZsNJggEDZgEggYsAEEDJoGgAQtA0IBJIGjAAhA0YBIIGrAABA2YBIIGLABBAyaBoAELQNCASSBowAIQNGASCBqwAAQNmASCBiwAQQMmgaABC0DQgEkgaMACEDRgEggasAAEDZgEggYsAEEDJoGgAQtA0IBJdIJ+9p8A5CpxIrr0ZwByFKEBU0EjEAgEwmkBQSMQCIRDA4JGIBAIhwYEjUAgEA4NCBqBQCAcGhA0AoFAODQgaAQCgXBoQNAIBALh0KCCNqz8ByCHiBOGlf8A5BBCA6aCxlZvkKNgqzdgElyLA7AABA2YBIIGLABBAyaBoAELQNCASSBowAIQNGASCBqwAAQNmASCBiwAQQMmgaABC0DQgEkgaMACEDRgEggasAAEDZgEggYsAEEDJoGgAQtA0IBJIGjAAhA0YBIIGrAABA2YBIIGLABBAyaBoAELQNCASSDolWXBmDIzb0xZORbmOpr4xqbWjpGYMSvXgKABk7Au6NmhA5wQxY3XV99Bk1f4TXnFNVeiauK93vK8wvLzc2rKCjLWvlN4a4oaQpOmrJwDggZMwragY\/6GQtHPQpT6hk2915Vm1FcqVqXkQHMoMLU43OerKhIfu3tW4+RBTl0VvYFVf1syAQQNmMTBgr7iFe3FufhRU5aWx0NuUq590Zg1Iglxe1fnB8XC\/6suRowFRGLjIwP8oa5rxvSsEGivlCqridf6x0zFnsxHhrt9B84\/MKanidBhF59S7MUPn6vctI33z5rK5CYQNGAS5wuay28IzRiyNIz79pFiJkEvtm0X08X+6cP+3eI\/a7uNPlpsqxAzOM7r16Vnj9hYH18udZy5Ape7fXrS3IGdIBrluIaQMSsdZkM14vO6XFuE\/1a23TMVyGUgaMAkOSBojtvX8dCUS1h4cLyAFjIIerKnVkylIxt0rKPog2ltGUXiKyjoBLjf6yKVyqCgF8LSqUgaASf96CIvM91nAQgaMElOCJorbQ4bcyVmeo7QEpZDHMuzVgQ9ORrq6Qv23KKDPOSh\/+ZinJ8muQUEDZgkNwTNcUe6H5sKhCMdr9FsIYyCnl\/0t3vLN8uThEU7q5r6Bx8pBUI1NMMQO9vuK2W0xLoPkQK8XztMwRWWHu4lh5281V9TIQ52C5G\/5UjbLc1qDcL8Ys9pdynp8ucVlzcNBGaX\/A3SQ\/K8upesie29FuPUMpM3hectyScl84pde\/i260bzSmXUuvEDEYvTwIhvk5RQ3rGoq2qBq+p0cGwVlwMmAAQNmCRXBM3t9pmm+AZbqZWk0Al6NtS4mabrw3V8kHgzWUErJvW2mCf6Sn3X\/F5qbDVc\/IjmCJZVKvLWvEX+laKgLWYdpdAungt00GF6bZQ3eI2ClpXtOheUh+Y14ewhEQgaMEkuTBIWSL1g4zq5WPdhKbvURfp9GkErU3\/cprd8PSOL4xNzPc1uWaDuTnFEOzY5FRmfmua3kcQj3eJDgeiMzbIzWdBilHoGhiciget0nRyNLXyn9Fwdh2lfVTNGEZU74GKxjsHw+FT42he8tOqOhCTo+ahYh1s+qs73h6QqRcYf2azDo5OfHLf5SJt4zEhgcKitQVzdrJ7PyFIWMYqrmoNCtcdGgvx+uYZCmAQthavxiweBKaHwQCN9izhuz8A4Kek8IGjAJDkg6Jp2Kg7demHqpsLjvi7a71MErfRDDw1pt2CMXyTr8bh8daowiTFoRdDaVSUzZCpSDM0SkcdkdwzHbesKkBTFfUWtg9oTwM1W2fCannviY9DKW+TXpz8MB+QRIaXa+lWGkc49NN1K0IU1fs34zMKcfCZZbsnj6gFBAybJBUFfkTvLr\/UrPbhrP6fd6oDyw1wW9OAHdNy55op8KILZmykJWnfYm\/IwS11QTQzP8XQ0gx5WOTcYB8rD4RbaP01J0ErJilb\/aNRqxm9aXuXi9Rt+Gfjl05hZ0Jt9w0oxCWUtozg8rc9yCBA0YJKcELQy3Fx8\/KaUJW9OEXuFJkHLJjWPJis2VHScgqD1h7WWqfGwZFO1EMZzhuVhExd0ODZ4mpaVonDTNndje3DYPBdqHsU2P4uSojvZSMifhebHh7OAoAGT5IigFeUdHhL6ibRDV9B6TegVrmlBi0zeCbY1uV26OcqSRnrFjwwLmvMkVKWVB4IGTJIrglaWPO\/rmKCbU+jiaJOglSGOxuuaowksBKmt0hriSEnQHXStRYaHOAzMR9V5y4LWQTEx1Cg9EmuSzhCH7RCNU4CgAZPkjKCfyJsG84vICgR5e6FJ0Orv8bqgdpKQ7i3U\/U5X5srM3W0j6QhavkySaS2K5STh1EAVSYu7\/FlicfCmcbW13Fsn7488fM9xB3q0JeNPEspDSYSFcAt9OYW6dCcBQQMmyR1BawYKhFCXUpgFLfhRs8zOPxqRltnVktV48jI7SqCZSqlov1RydE5Z\/2AgLUFrhbjNfpkdLRyWM4qrxOveRQJ3wlYTgHRoPn9HLf9F8JpQec0V8uQetPYcUHIgzWV2FfIJQxnxWP4UskJA0IBJcknQytygoA91vZeFoBPZqKKUHHLn0TwpbLvS6QlauVaRPgwbVeTCk5ot7GLYeHC4uYQWMMVun\/puWG5mibNRhavrstqo4u5Urq8EQQOwIuSUoJXVdZr1dtaCFpiPXPPF2eqt4WHw5B4XXS1X4O6YMBWQSFfQAstu9dYUHvdfqNpCK5+\/3+qSpBIz90LiDKHyMsWt3hc67xjHPRLa6q1N0W31Lilv0L91iqCVPvVqA0EDJnGwoMEKY32ysWF24IBuNH+VgaCzwCe3f+8+Vf\/CRmU8rHDd9vo9l55+Yir56R9i\/KW2LVvlkvklLxz2nwj9YCoGkoR1QZPN01ORSZuR5VVh5pG8rdyUtZokIeiov0H4LuovNrKqQNAZ5vv39tqOn3G7\/uWMofDrmkkNNd6ovgFHpwfrgpZ\/jDtpfZjNAMiqk7igF8Kd+0vK262vAbsqQNAZ5mn1VrEpPCd0mc\/\/28nbkbN3F451dm5ZLzUQjtvyWUQpzLfIMxYv\/eK9gb+cvf3H+lPv0g2s63\/hmVCOCZIHgl55cl\/QzgOCzjgDd+pvx4yJfc3PkTZyeIymTAzT1px\/SuPiH06e+geS\/NL5v8mJIHkwBg1kIGiwHAO\/Wic1kXWn\/khTvjolJWhSCHf9L5GM1\/\/1rDYdJAUEDVgAgs46sdYbIxVUum9U36bpJ0\/RoeodlwzDzf\/+M7oy6pRHlw6SAYIGLABBZ4nblzcSzSqx0VN9NaoU8NCdqiV7BjR\/JUJHsbU2B0kDQQMWgKCzhLWg\/64UkAVdYbKwImhzFkgYCBqwAASdLZ613o2cFRFXcbiorYsrvnpGCkDQ2QWCBiwAQa8MoWE6kSxP\/WGII7tA0IAFIOgVQtEunfpLYJLwF5gkTB0IGrAABJ15LDcBGgVtu8xOGbzGMrt0gKABC0DQGeZZ7duvbP\/MdNkNZXXzxl+dJCnqRpUT9SGlJDaqZAgIeqUw3NAkvDQzb0wBKQNBZxZVxIf+SbPVW54k5F5oeaoUjrvV+9wJ5ZggBdgV9MIcuey9E25EPXmF35RXXEPvEyhxr7c8r7D8\/Jya4ijmQ43kEqZ5xeWnH2hvTONMIOiM8skNv+Jic6yru9OqK\/+32rctL5a0FxdLShdmBa25\/Upt96wxd6Wht7wqOSDeIUW974m7J2Ys6RSiY6OL41Nz0s2unHunKwUIOvPE+L6re\/a+sW6jfLFxrnjj6x+5+yIJXG70p1vqcLnRTMCooGeHDgjNpMDb0S7eg6XI5rLF0tXuW7ttrtCfWSxua\/Ka5WX4Y+MjA\/yhrmvG9FVg8pavXKhnEe930sVaLYGgAZMwKeiYv0E86Yu3\/aa3mrW4crHfI0oyzj2uMk1srI8vpzcMdLnbpydNo9Lihe7ocJ4DLnRHbjBW0RVQx8oj\/nN8YxPfeNFxIzMQNGASFgU9QsYT6MgGHevYM6DeJUvC7l5Tq4qTrkQ6FWpp4luuRzSJczy506PzLncHQQMmYXeScDkg6ORYiAW6j5AfAFXdWms7AggaMInTBB3rPiQ5gOP92jEBrrD0cC+5b+nkLd39T9tuGW+Q+mQhOtx9oWqbPGFRUFJ+yNdzX5mOUyRoDO3dabUMf0w2S1W2TSxN3ux1y\/dyLarg6WG1t50tqmz0m\/y1\/O1iQzXkkTHszh\/aN8pwT1j3yWUrIN0EVq6A+sJtTlq6uhXtHwjIgzMJ3Yt2RYCgAZM4rgctO8LbYp5VK\/Vd83upsdXQjy8vhNteoxn6KK66SG7RlLSg5QUhO0+2m5+9tvNmrziTpo8DPZrTxmyokYwMaKPIW\/MW+Vdqgta8UR37yL80oV\/St0wFEhf0vrZ76rKTgMXzcuUNXggagEzhWEGLUeoZGJ6IBK7TRWk0tvCdI4vjE3Mdh+U+suqCmN8jJ27jOwbD41Pha1+Q9dBCFJPlYuSerd3vk8Sd\/C1yC9fIpM3OEc2KPaH\/6POPRsZGBhq30BQxitz8dfG5\/B\/IJ5XtvfIKjajc1RVrbqqSEMSGsUmxDtP8NpJ4pFuqknhjWYu5RBHtG7XpLV+P9J50eqgel62AK4+mCZGwoDUDL3SgX4jiquag8DGNjQT5\/fKbLwQEDUDaOFfQ+Q0h5abXMz21NFW7qPmxtJZOiG1dAZKi\/L4u9Q1rvXazlRpeM1VoIyMLVEGr1hMNtYmmarvw8jQa5+0hFVCqVNQ6aFklXQWSGINWBX1oSLORRKmAu3NKSqFLsE0VUA2biqCVZ6+6qB1OiXTuoekQNADp41xB6wYcbrbSEd66oJqosSERx\/hFcWGYEKZbxJq8mZKgdYedGqgiqcrpQUQZGqaHta9SuIV2ltMVdI1fl95TR5KXrYAq0+QFPS0tXpRStNIX8NO79ELQAKSPYwWtd4T11JNRZ4pJdXKXMGhLIAVB6w8ra0vbrTYdNk6VrCqQgqCN9U++AikI2vq1i2CSEIDMAUEbBWcGgoagAVgVmBK08nPedIEkZTwhrSGOVATdQacNszbEYay\/IT0DQxwLQbOgG5UUDHEAkDWYErRabHuXslZXRJkQ00wSDn5AlzObu5YG0hG0OkdnN2+pe6WKNPUv34oEBZ3UJKG84lv3Sif9XjoBoAo61k3vdKRfUIhJQgAyCluCDuuW2Ymr8XRLyugyO8JMzxGSqqzbCzxUc7WkJWitsyxW\/gmhe6WBZvpCyXq+8dG5gM2FihIVdDLL7J5ckfu\/W\/ge4dmnIoE+bVU1\/Xr1BFNyAMvsAMgOjAk6kY0qSsk5edExDb1\/VdITtLhPpEa7jpuEcaOKUnjIrVGn2b8KCQs6iY0q4lsqX3xdjc3uKnmASH2fLa\/Ph40qAGQU5gQtsBAL9MXZ6q1hdrqjobKICDGv+OSAqYBEuoIWWH6rtwbtxvECd4fN1VCTELSAsQLBsXmlZIluK6ZQsqlyk3ZT+KztyDi2egOQVRwnaLBi2J4hchAIGjAJu4JeIJunI+OzDrprCdllLm7gNmVlF8NaCzGFXClbCNNKjBwEggZMwq6gV+m3dlxsxwqyy0KwJq+4\/JCvoy80PCGcHhaHr\/c3yuPvpR879b6IyQBBAyaBoFeSVRK0slHeHK\/16tYj5iwQNGASjEGvBaT7HNa5XeRG3WIUbqqo5bvnrG67lZNA0IBJIGjAAhA0YBIIGrAABA2YBIIGLABBAyaBoAELQNCASSBowAIQNGASCBqwAAQNmASCBiwAQQMmgaABC0DQgEkgaMACEDRgEggasAAEDZgEggYsAEEDJoGgAQtA0IBJIGjAAhA0YBKjoIWGDkAuEicEQQOQi+gEjUAgEAinBQSNQCAQDg0IGoFAIBwaEDQCgUA4MpaW\/j855FjBzbG26AAAAABJRU5ErkJggg==\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>T\u1ec9 s\u1ed1 c\u1ee7a s\u1ed1 l\u1ea7n hai m\u1eb7t gi\u1ed1ng nhau xu\u1ea5t hi\u1ec7n so v\u1edbi t\u1ed5ng s\u1ed1 l\u1ea7n gieo hai \u0111\u1ed3ng xu là bao nhiêu?<\/p>","options":["A.<\/strong> $\\dfrac{3}{10}$<\/span>.","B.<\/strong> $\\dfrac{1}{5}$<\/span>.","C.<\/strong> $\\dfrac{1}{2}$<\/span>.","D.<\/strong> $\\dfrac{3}{5}$<\/span>."],"correct":"3","level":"3","hint":"","answer":"Ch\u1ecdn C.<\/strong> $\\dfrac{1}{2}$<\/span>.<\/span><\/p>T\u1ed5ng s\u1ed1 l\u1ea7n Lan gieo hai \u0111\u1ed3ng xu là 18 + 12 + 30 = 60.<\/p>S\u1ed1 l\u1ea7n hai m\u1eb7t gi\u1ed1ng nhau xu\u1ea5t hi\u1ec7n là 18 + 12 = 30.<\/p>T\u1ec9 s\u1ed1 c\u1ee7a s\u1ed1 l\u1ea7n hai m\u1eb7t gi\u1ed1ng nhau xu\u1ea5t hi\u1ec7n so v\u1edbi t\u1ed5ng s\u1ed1 l\u1ea7n gieo hai \u0111\u1ed3ng xu là $\\dfrac{30}{60}=\\dfrac{1}{2}$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2025-05-01 16:37:47","option_type":"math","len":0}]}