Cho bảng số liệu:Số dân Ô-xtrây-li-a qua các n...
Câu hỏi: Cho bảng số liệu:
Số dân Ô-xtrây-li-a qua các năm (Đơn vị: triệu người)
![Cho bảng số liệu:Số dân Ô-xtrây-li-a qua các năm (Đơn vị: triệu người)Dựa vào hình ảnh](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAo8AAABQCAYAAAB4Z5+oAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nO2dzXPbVrrmnwNQ/kdCKtcfdz0hKGVtUl0TT9XtbNO5bYJ0V3Ukd98s7nSWSW/SlkC6qluip6pvbzu3auy2CGg9iam7H1myCPjPSHlsiXxnAYDEN0ESICnp/VWpyiZfHLwPDj8ennPeA0FEBIZhGIZhGIZJgbTsBBiGYRiGYZirA5tHhmEYhmEYJjVsHhmGYRiGYZjUsHlkGIZhGIZhUlOIe0IIscg8GIZhGIZhmCXy4cMHrK2tTYyLNY8AcBMKsYUQrPMacVN0SpKEwWBw7X/ksc7rhSzLuLi4gCRd70mvm6KzUCjg/fv3kGV52ankytraGt69e4dCIdEyXXlu3bqVOvZ6v7IZhmEYhmGYTGHzyDAMwzAMw6SGzSPDMAzDMAyTmiWbRwMNISAahv1fq4WKEKi0rOWmxTAMwzAMw0SSmXk0GgJC2H+VhgG//XNMohBwfaJNCXcUAJ2afWxpBz0A99aLWaWVExaMVgMVV2+M2bVaDVQq4+siKhU0PLHea+b/a8AItmW00PC11UD+HjulTiOoswHDCsaky/9q67RgNCqjdoQQqFRaoWtht7UKOs3oqAidujc3K0pnuM/ttprYCLZl5l3QZMFoNbEhOblpJqLOaBlNbGwk52a1g/lX0GiZ8NZkGU0JUuT7WIWea/GWBaPdxIYkjXVGnM7WKXk0qGGdKWLsuDaaGx69FRWaSZHXNxssHDU3Rn1pv9Y06BHntI4m55YmxhfnnldZlM5xboqiQe+nzK0fo9MXM/TFHD0qQJaiX7fdwTAnrRaOHm1i06dzD904nZuyT8NeP5iXhaP2I2zKdnvK3jkGw4izHj3Fo4i2hrl16FscPfp0lNdI5/kw9B596+Q26guljr3zQSC3tzh6+gibsuzofINBIPmj36yhIEf1Zx2Hl4Ps+5NiSHgqEl0FAe6fQprpe5ZU5zlVDxxoaqQq4+NU/4G5M61Of772nxKRs/96RMfHx6ik+xuLiQte58XrNDVlcm5p87/SOk3SlKjn8+lPIQQNh8M5dfYjwiok4nLrD22dFRGrs+vJaXJb+ehsBPJT9voUbMHUKiREdG57/SENiUhviJj8nTadRuPj6r7rka3OFjUq/vN6cxqHTdaZJsYRSpKI6vtAXAKSJNFgMEgrklobUvy1HXjOaSTkdj6w44wGSdKEmMS4sj8ua52RfVCnw6DOSbkZTZJT5G80ZZLiznmZTqcsy3R5eTmFzpTnTNCw++bSjjNb1Axct/LuG7oMXvYJbQ1SCC0UCnRxcZFSp0XtzTidD+nlhV9nQZaicztzcrPa9GhT8rVX3j2jy0DixqMCyVLcOS9T9efa2hp9+PAhlcrMzaOiOF+yPpeYYB6XzEw6FZV0UxtpCpsNPeI5j7lwLsLomiU6Bv9xtk8Zt4+UFzQXnaZGSvC50GNp878OOhXSdPd5T+6+1302Oqc1G7oqxjqFm3fAPJoaVTzPDSMf00mtKKTq49e1ro5NjNodxhwX81jWOhuChKJSt6+R6piJkHk0NaoEnws+NtSp4fu/rbXlGja1GzKPUeYtLbPprI90Rp7fbAU0RTwW0h1znFd7vUv27wj7GrmPpfkSnt5UVUjrunkZ1JDGr7V6dzDOzTWZ9UM6Hw6d2PFjg2GamOG4LTEpLm+dY9NcPwzoTMjtchCIGdgxTV+Mnb9rHst756n6LorpzeMGaYfnI51N2avTNXImtVzzVT+kN64G2a/BaMokVep0eL5HDee5sHk0x0au/pLeDIY0tAxqyrLT1ku6SCF+evO4SdrhG/u14pxPcnQ+fHnh6LSovVmwc3v4ks4u7dweFZzYhy/p4nJom8LKQ3r5Zo8aBYmkCeax/CT8XFqWax413fly9I6ixJhHUyNV8Y/oKIpKo++l0RetQpppkqaOYxVVI5OITF0dfYlDUVOP3Myq06M4lXn06h2NNE5jHkcmxT8qNR4JC4xqxZCLztEImj+HkU5FIzNt/lddZ0SL3tHKsUfORufUI1XjrOPNo646v+JV6g69Dztf2IpGkQOGo+M85lFveNoaHzQapYtrK0OdjTjzODG3Pep7zONIkzdmyeYxqDPy/KORQnuUbvywYy6UPep3VRKTYoZDj6H0jzKORy0DI4ExTGeqwpitjdEIzMg8mi3akJzcPCNr49g6HZ5rVJkUMxjS0GlLBEbp7DhBoZHAXHUKv3lMk5ujMzHGGeFbvHmM1umOCo7Mo9miTVki4R1lJCKztenEBkdGx8YyZB7Ntq8tV6fVHrflGwmMYTrzGMZqb1LB0Tkyj1abNgtObmf+3OzY4Ijh2FiugnnMoWCmhO1vVAA97HwfXLnnxULrix10ej3fo71eB7VScM1fDzulEnY649heZwelSgWlWge98YPYCR27DKp4oNr/6tQqaBgWLKOBWgcAFGhfV33RvZ1S/No389TRdw/epaDF9Xu5KpiH0h1l/J+0+V91nRGYp+4rU8Gd0ujB66XTMtD69pmzjkfFZ1UgaZvr0u3ka7ZMSrcVT/L38Zlq/7eztYGmbsI0mtjqEAgK9v4tLLT3eH28pir3tYCzU7pTnj7GPMUxAOAu1j8aSy+W7kEk9ni2WKc955oquFOEnYh1ih7ZuZWK41yK63cBd9N1T/6xMXDaAkC4FxGXj6YorFM7C6Bsf3a4Oifl5ugk3EPpI3hi7vlkejl+/LFnvV3UusL8sM6OnZs6lHG76HSFdYYeEQj3sB7UOfUJTkdtlT4So2vwUelu7PXIA/P0GOT2Z9HzmiSAnNfkOLd7mCe549/fRkGWRusnd0PrJ7Mhn2rr6tfQFACd5wlGroj1zzXopgmyR0BBpgb7q+UE/dDiewWaboLIhO4YM/R6UFQdJhFo9GAHz5fvHlE9MKGrCoAeOrUSSrUOAAWa+QrbSfVAvQ52SpWRgbT6JxPOFHWtFk0Hz0fVEha6rmnqnaKbMv+rrjNUemK18G3H+bf6zajPr4rOF4aryNZJgEengYZTpCFKNez0CFBUdM0D1EIfeh28MCzny8hC98zb1rKtVTg3EIDeGUwA1f0+uo0KBHrobK1jvXYAIgV7/Z+wXZpgmXrP8Hh9A62VMJDP8PxorFOPfN0mxBBgmSdIVvIa/bd55O7BauO7Z2T/UKn/AV85fWD1XwMTcnvx4mTCnadew7TIbiuxw05gWjn3aJLOCbnZOpNjzKR+On6G3328ESquyYWQTsnTn0mcoJ+yDyxzclvmW5pwzebk7VP88dkQwyGAh/8Tv12XIAngrfkaySd+DdOaEDKJ4/+F3//TJrQcDGROW/UUndHHDr5NKCGtbm+h//0X46pNp9oa6OE08G2saH/DdrUIoIiqO6wHFd8cVFEEgOoDqFghLBPPT3qBB3vY+WI8Mlo9oLFxJoKpKeO4xFHbFcFzzTs1d/S0hB3XNCl3sL6s3LIkhc6S7wB7VN3ufRX6gX+keWWpPkDdsUSdrXWPTudTJ6TTQ6+DrS8a4+ri6mdQPW1JblsH3raWdCu+hNwIAJTbtk7LxIuTXuBLtIfHv2rC8HyiV/eHGHrfx62KM3DQw+PvjQlf+DlS/Qx1YQ9KPfPo3D5wviyVOyhVH0CdFLMSd0y00P7yMV4NCUAd3f3qNb2Vo6OTCIQ6Dvdruem8/5dLDIbe1+0GJEkAOMbv/mRgmF8pMmydv0NvOLR1/qXqnPu68RZPv3yMV8MhCA/x8i81yDnpvP/nC1wOxv1ptTdRkO3+/P0TI1SdPS/57fPojD72dr6PGX000BD2VHTQYl19DDRKNXR6gKI5I6OmbhuQXge1SgtRlrq4/TdogVm9ydOZ/unPxVLFgalD9easKFCV8QOllPlfdZ1jLLQqJez0AHuk+QBe67jyOvtdqIrnwy1SZxUHw6HzIWVC1xTbivU62Goazi/lKvb7XTQqk9paBmlyO0JzfQsHrwjKXhf9of0ebghh69xowYwZEih+9R/QlEVO5sZRxf55F2rFk4uioK4ontzup4hJMz1tT2fng4X25sfY+WloLxk430dVGmdjT2cm5/bZZ/cmmDB76nDy9LR/yjhbHJ2vhiAqY+98H7Wgzgm52TqTY0ox/VT86q/YUwTy93AW2pv/hMevBhhSGbtv9lGTpUB/JuGfzk6iWJrclnc6O1ve4umnH2PnJ0fnmV/nR6W7E6an76JUnH0G+6Pf/hW7igw5p/7McZNw7+hjP/y08Rz2wI1irw0iApG+WqOHszLSpuKbbWdktFjFgTu1HjXNCQAwcRrrpP3TmaPpz6TRoEVQrOLglWcE9dUrPLhni1A+38LYB6XN/yrrDBrHpCUKq6xzGNB5DAFA+byG8Gd2EdXtb1B3P+FOzPEPo2IV+z8F2vrnpLYWSFJuv9xC8egFOiAAKv6wXbVH34pV7HdV+8PcmdqOJul9vGAcnUOPzv/xz/8FCEcnRLqYEfb0tGubR9PZzghl9l0aNI4/YntdijnPa9+Usj3NS4HR04QYePM/iYgDUA7GZUXQOP6UoDMhN+GJ8UxPW31nOrt8ByUR9zPAwtnxnNOkEwkax5+w83G8zn5QJwCUb6M49Upb//T0W/O1cz1u5zSyHjCOb37E9sdyjDG3X5Pj3E7sTijfQXEuV2vi7DjHKfm4SpqEpyKJrhx2KlgVdbTH3Kjq1FPBOt79JFidOt7WxNduZPXrbNsBTaszpC2xOtezdQuZnn0dnS1TApXlukf/uE3/Ni7BrV2St/nJWScRmbrpqTQ2ydQ82s1p8r/qOr37dibt15iNzlyqrSlap3A19Yf2ljaKSrrpifJUW3urkCe2lbPO2GrryNzcCmynmlj3/L/rHm969nR0KrXNFjUqKukjPSbpnn0T01Zg51JtHaWz1XCqqz37PKaIIdLH2+REbNWTVue0VciGW/Ud3IvRH+XJLbyFjbJ3ToOh7tvSJjrGbSs+Lm1l8iw67arvpL0k0+Sm+7a0CW7VM8rfbFFzQ6Xu6FwmGa2N0R6S5d10Oqetth7vLVmm3TfxOr0aglv1lHff0OUwOj68VY+3rfBWPXZ81lv1EBlNd8/FpL0kDWp6tuUJbtUTrqhOeM5q06PNBnXfXDrvQ4uM9ibJstOfT85SbUm05K16/F9+wc2Vx8bOvw9e8G9VzWPS5t/jPfqStSma6dsnMPQX2PolfoPqdNu6LEOnt7/S5n+ldSb1Z6BPs9A50z6PCTpdg+DujRjWGd6rMfznNYVj8xbbVh46Ezb2HhvbhNxGJig+xhfn2RMx3OfONjd56Yzrh9Gei7pvX8RYnRNjbOI3E/dv85PEVKZqtAVP3HtqzzZH5N/CJ5ibu7VOmphxW1HnTbdNz6w6Y1+35aDO5NwSY9wtbpLOWd4dnW8SU5lHs0Ubnn0do8775tLVuRmzsXd4q6Ho98B4P0uzHd9Wmm16iKY0j5a7PVC8zjNHg3cLH//feJue+M2/MdoL0t72R47pzyej801ipcyjb1Pk4IhM4K4XiqqT5rRztc0j2aNJgT0soXg3V46IURRSNT1mz0DVZ04URSM93SBVrjp1TQnkpXpGW6fP/8rqnMI8ZqEzH/NIpGuVyf0Zem0rpKjh/FO1lbXOVObRzs1rghVFtTdpDuhsVCrh9/CkOEWhutZNtY/lXDonmkcivRXUWfeMpKaPGUltNXxmWVH2qDuF0LzMY1JuQ1+Tk2O8ce5rqVyOjstSZxrz6Oa2EcztPKizOTGGTIOaGxVnlBmEcpnqe93UP3iI8jOPIw2SV8MuHXo0pDWPRERmO6qtQep9WfMyj3Z4kzY9m8KXy7t0+GacWyrzSERkGfRo0/PDoVymh7v26HPaHp3GPAqi6BlxIcSErQ2uB6zzenFTdEqShMFgcE0rTsewzuuFLMu4uLiAJOW43H4FuCk6C4UC3r9/D1mWl51KrqytreHdu3coFArLTiVXbt26hZ9//hlra2sTY6/3K5thGIZhGIbJFDaPDMMwDMMwTGrYPDIMwzAMwzCpYfPIMAzDMAzDpCaxYIZhGIZhGIa5GXz48CFVwUxi6dBNqFq9KdW5rPN6cVOqc1nn9eKmVCHfFJ1cbX29uHXrVurY6/3KZhiGYRiGYTJliebRQqsiICotWJODGYZhGIZhmBVgaWOwVusL7PRU6LSN4rKSYBiGYRiGYaZigSOPBhpCQIgGDBj4fqcHVT9AdXEJMAzDMAzDMHMyt3m0WhUIIcZ/DSMyzmjU0FF16GoHtQZwQISDa+scvUY5Lc40fopruVJYLVScfCen616XmL9V1juVzoj3hfu3yss0jAYkyZ9vQ59cfGS1NiAFNJorU7NkoClJEKIBPaKQympthDTbGjSYkwqvjGbg2Ao0k7Ac6bZOSajQhwkZGE3IkuTTqurDFDkbaMop2s+dI18eUZlY7U3Ikr8v+xNzttDelP39qXYxXHjx3RR5WG1sypLnvaeiO0jTl+Hj1e4Ai+1WC+3Ngr+f1C4GoSQstD9NExdu/2nouENcLvy1+zacRz0qjyP8Zq0AWQTiBpPzffv0U6zJnve0sos307wOZiXuptcJT43QVRCgkGb6H1P1UCABKtkP66QiImZJpNE5DaameG5c7mqejK6CFP+FtNvI6EJlrdNFV0FQFFLm6VNTIwUB/TOyKjrt14H/vZElQggaDtPe7n4yuioIAKnd6drUVUECCml99zidGkIQFI36GaQ3j05Tq5AQ4/diN6IdO0ahvSmTNVvj40bKGyL0WFrm0tny6qxTdxDdjt6QSAhQvTuYKr+07adBkiQaDAYzHWu2NkgK5BHMxGhIJAmF9s5djQY1JImEskfnCXkbDYkq2jmNQowGSZIg1A9pMEO/zKozdR5mizYkQcreONbWXvZon3CupkySUqayEKQeXtIs3SrLMl1eXk59nNGUaWPvjUdnk2RH56UnETfuckJcXPuXg/FxBVkQ6i/pYgahhUKBLi4upj7OaBacPNxOalJBlggP/XnYcWfjOKtNmwWJxMOXdHGZoPNRgWSpTLtnbv8Z9Kggk1R+QmeX073PiYjW1tbow4cPqWLnMI+2CczK3CyLTM2GY/hU3TUP6c1jGJM0ZToDmkQupkpXbYOka3OZR/tHyPXSeaXMo66SAEjVp2zP1KgiQIrW939I6Q0Swjai82Y4s05PDn2tQkJkaR5NalUECWWP+oEv9IoQpOz1adqU59MpqO7VGfXlqDdIEmJq4+g9LrH9lMxsHg1vHhskOXn4MokwVKNjJUH1w8EU/WJSa0MiIep0GGFSJzGPSZ6ch/NYyBAb1JSlsP4ojCbJkkJ7h3tUkRZvHsOY1NqUSRJ1Okw0PWnjwse1neNeXkxvqmY1j2Esam8WSBIPJ+ZhG8OH9PLiMjrOMZjK7pnfSBuPqCBL9PDlBSX4zkimMY+LWfPomfIbTYet8AzlzFQPQJlNxxexfi+LdvLCQuvbDhTtb9guzdOOgecdAOqDFV3/mpXO1cV4/gwEFQ/uz7bH4L1SEb4jq59BhcCJucQJ+uo+hkPCQU1gYTsnmqfoAbi7XsTCTlrdx3A4RKcmkLRFpPHiGQgP8eD+lNejuo/BcIhOTUpsP3fup88j9Hq8/wB1CLw2rSmm8opYv7u4bpwuDwunPaD8yxqKvotRxO0ycPyDDitxut1C+7sOPnnyV3y1Lq2ARsDVmV1c+LjS3QV+FsTyEUp3keK99BbmCUCf3An0cZi7paK/wfv/HXUhcNa3gByXXcxhHqt4oALo1JLXqhkNiNIOoJkge6QTpKvo1AQqrZVd/bUCWOifAFDuYBU9i1st/832fLXyVutbdKBA+3pFrWNGOlcX53WmPsCM3hEnMV/KvVMTS1oAmDNFfPUHFTh+jPWNlr020mpjY6sDeniIg+oqfEl5sWCeEFB/gPvXfBNyIP71eHxqIv0L0kL/NUBl+/N3eVctIg+rj9egsElGEev3BMTxKUyKX3trtb/E41cP8e+/LS73B4EPWyfKt1FE0vsnbVz4OPM1gcq3UVqq5rcwX7umMCHq6Zf43asB/vXff4uSlGzwX5vRJvH4zMrTO85XMFM9MKEpsA1kZMGDPWoDVccr75dv9QC6CvT+3l3d4oFlY3Xx9x6gfL61elsZWS18kUm1vIWuLRJbKycSGejsYafkHXGfpoBqUZg4PSYAfbRDBVt68ldtcQu/VAR6O3+C4Q00XqBzpVxjD4/XJV8/RRXX+KjuY9hvoXL8O6xLEkRpG7R7juFBbYW+kF1MnB4DoD7aG5K/uEnVF1wokSPFGn6pCBw//hMMr3k6eo5nmLKQydLxQ48iRvcWTFQelj3CPVO3WW18+fgVHr78M6oTTMlCsXT8Z4/wyb/UUJQSskobFzrOwA/ucWKJP+7e6vjheIhP/qWKki+Pt3j66dqosKb41Y/41YsP2N8qQI5L9qMaflmW8F+/fwJj6CmQOfoHnhFhmLeWuPnshKcicNfnBQpoEgoh8l4TlpbpdKZnvjWPzvVUNMrq8mSp0y4e8eRmzrjm0bNGNCtWUqfdmr1GOKO1ndmtedRJFc77tu99WCURtZ4xhElaRXiKxEBQVWc9dHfqtX9BstBpJqx5DOMU/MQU2PgiG4KEVzcw03pHoox0tuLWJOrUkOzCJl8xj7OeMW3O8e2nJ4u1gHbhTMSaR/tZez2gt1/qdaoLQSJ18UvcmsL0ZLPmMSaPhDWcRjN5PaBdJONpz1knutw1jya1NmSSlF16k7hIz1nvODEufFx7dNz06x2Jslrz6Kx3VHYnF7O4BTPlSbHuGkrP6/3hQ3ooSSRNKLaJYkEFMxE4X66jL9ykL1u3CIHNY4ioKvZ5yUxnVL/NZKqyLQhyWT2dwTazqSrP3DyqeuADyjGFM1VN2wZssvGczOLNI42KbZJMlW0co6qtZzOQCzGP9W7AIMQU/kzdfnryN49R2BXXqQpJaPqq5Siy0Bmbx6zm0S2S8ba3AubRzrlMu29iCkOmjEs6btaXbhbm0WgGK6MnHTBr4YtdcV15cpZYkR7F8gpmitv4RgXQO4XpefikH56ctvonmZ76umA0BGodQNVfYRWX2dn9FpiOLe2gBziL9lNOzbrT8trXK1kok5lOL6U7ULJPdU5KuFPOeBLHmba+V1rBF3AaSnegJE1sWW181wHKe/+B7eJ46qm634emCBz/0MU0pRn5U8KdMlah+mM5ONPWd0NrBCNCmzK2OkP8+uVP2C4tb1o3MY+i/TkSLgCy0D8he31kxNSs1T8B0TEefyyPly6UtvHTkND5RQGyNOU+kRlw9KiArYMBfv3yR2yvy7HXO23cpOOmmenOkqNHa/hF5xJfvvg/2P44ZR6l2ygL4DRmTWP8yexp69vrxTSVOTOTb7V1cQufK87C+QDm6QqvdVsSVqviGMfV3UC9uP1qXPjk/pkaFNh5E6VbH2h8v4MeFHy+oi+ArHT6cKpx762vkmanqr/zHEe+zycTpz0A90qJC7ujMF50gLKGf1u5wpGUmKfogex+upICghRRuieAZ89x5PsSctZC3l3HR9dDaCRHz58Bn+zar8fE3wSb2OoQfv1ygIMlVpdPzMNd2xmsqp6wTrP41Y8YDIeBz7QWNiQB9fASg2EHW/LiDLPV3sQvOkP8+uUl9mvxhspqf5oqLnTc09mOy5q3Tz/FLzoDfPniAgdbhfR5mGc4JuBOsJp6Akf/eAb65Hv8virlqzluSDLhKRvfxt/ex/zTcu6m2d6pvqjHlsVEnTOSOG2dcJ2ymNKMIi+dRBQ/nRs7TZvfHqGroVMnNdj3wSUdc5LpPo+mRkpgfWN4829KtQ7SXQeYxR6PRHlPW+vUECrpEXs1IjiV65vKdqZ7g+sinT0XV2/amiL3oLQ3DU+/DvIqTlvbU78IT/E6U7/uVLa7AXk55dT2JGbVaechJucRmrr27AfpnbJ2NtWObW9J09Zma8POa/dN4nnN1uYoLnHq1tW5a28MbrY3ff+fl1mnrS1fHnECDGoWNmjPN53tbvYdWPPoTGWXg3s7jp4ukCxhpj0eiRa45tF/NxXEG0L3bimjv+WvdXTJ1GyEdHoW0kfcPWZ8rdxiihTHzsgyTVXw8Tx/PKyKzqj3RpY/DLK+w4xrIMf5qhS62YxjHsd3oYkolklRaDIN824SHvl+2hubX/9daBKKXkIbn7sG0n9sfUbTPO8m4bE6vU26xngUE3G3mOBm4s7/U7Wfgnk3CY/OwzVGEcUyiNnk22e+nLvQxHz+zmIoZ9M5ZR7u3WfcmHJEgY9jqupx5nAp5tHezDxW58gopo0L6kxx3JRiZzOPBjULMkmxeZyF7zzjjYkqePGtg4wolkHCpuIpWF7BzBVkGTrnv/vM9LDO/FiGzszNYwpMreKMti3unMvQGcVo1C2nXFZOZxbDbxFkd+eV+XBHL2e5e0waVk7njFXGk8juDjPzYY9QTnvXmfRkd4eZ+bDam1SQ6nMZxCSmMY+CKHolphACMU9dKxav00BD1IAFr2tknXmxHJ2SJGEwGEAsbGGWgYa0BRwOcFBb3OKhxeuMwkBT2gIdDrCf0x1rVkanvAV6eYn9Wj5r32RZxsXFBSRpMTc3i+bI1vmPC1tnDkJXReejwhaGLz7gLzmt+SsUCnj//j1kWc6+8dTkr3NtbQ3v3r1DoVDIvvHUHOE3a7/A4H//P/w5af/HObh16xZ+/vlnrK2tTYxd5pW4kVitb9FRNJgrWhCTFazzemG1vsOz8h7Oq9e3sCIOq/0dOuU9nFevSf1MDLbOXZxf1UKnlFjt7/Cs/ARnEwporjpW+zt0PnmCs7wLJ5aM1f4jnn3yBK/vi2ut8+3TP+LZf/sT/u+K9CePPLLOa8VN0bkaI1X5wzqvF6sxIpc/N0Xnaow85s9qjDzmzzQjj9f7lc0wDMMwDMNkCptHhmEYhmEYJjVsHhmGYRiGYZjUsHlkGIZhGIZhUsPmkWEYhmEYhkkNm0eGYRiGYdzYuUIAAAL+SURBVBgmNTmYRwMNIVBpWRFPNSCEgGgY2Z+WYRiGYRiGyZ0FjjwaaNQ6UHUdaqcG9o8MwzAMwzBXjwXteGmhVamho+qgahXQVYhaAw/oANf8xhwMwzAMwzDXigWZxyK2XxG23f9WD3ADbgLCMAzDMAxz7Zh/2tpdxygEhKggaqkjAFitiicuvO7RalUgKi1YzppJN46ntxmGYRiGYVaH+cyj0YCodaDqBCICmZ/j76UaOqEwgS/wNzuGCKSrQKcWLqrp7aAknuOBE2dqCjq1eEPKMAzDMAzDLJY5zKOF1rcdQNVx4C5cLG7jlalBCURWDwivtoueB76GpgC9UzMQqUAzx+sgi9vfQEUPf++ye2QYhmEYhlkF5jCPJk57gHKn5H+4uI57aZs46cNvC+9hvRgOC5tMhmEYhmEYZhnMbh6tPk6mCDcanvWOooSd3sxnZhiGYRiGYZbE7OYx9QijhVZFoNZRobtrHsmEFpzbZhiGYRiGYVaeOaatS7gTtW7ReO4vmLG6+HsPULSveU9HhmEYhmGYK84c5rGIrc8VwHu3GKuFSi1Qa+2MUHpNptHgaWuGYRiGYZiryFxb9RS3Xznb6ThrGUun+CY0JV3FgalB6dRGax5r0KGr8yXOMAzDMAzDLB5BFH2vFyEEYp66VrDO68VN0SlJEgaDAYQQy04lV1jn9UKWZVxcXECS5r8/xSpzU3QWCgW8f/8esiwvO5VcWVtbw7t371AoLOimfEvi1q1b+Pnnn7G2tjYx9nq/shmGYRiGYZhMYfPIMAzDMAzDpIbNI8MwDMMwDJMaNo8MwzAMwzBMahILZhiGYRiGYZibwYcPH1IVzMSWDt2EilWGYRiGYRhmOnjammEYhmEYhkkNm0eGYRiGYRgmNWwemRkx0BAClZa17EQYhonCamNDktDQh+BFSAzDZAmbx6VjoVVxbu84ukn4qmOhVamho+p4tV1cdjI5chX75uZitTYgSQJCVKCZN90uWWj/agfYPcd+VQKXPzIMkyX/H7vQcj5hnt2zAAAAAElFTkSuQmCC)
Dựa vào bảng số liệu, trả lời câu hỏi: Biểu đồ thích hợp nhất thể hiện số dân Ô-xtrây-li-a là
A. Biểu đồ miền
B. Biểu đồ kết hợp
C. Biểu đồ cột hoặc đường
D. Biểu đồ tròn
Câu hỏi trên thuộc đề trắc nghiệm
Trắc nghiệm Địa 11 bài 12 (có đáp án): Ô-xtrây-li-a