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[/img]
Some cards show [b]two-way tables[/b] like this:[br][br][img]data:image/png;base64,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[/img][br][br]Some 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[/img][br][br]Some cards show [b]segmented bar graphs[/b] like this:[br][br][img]data:image/png;base64,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[/img][br][br]The bar graphs and [b]segmented bar graphs[/b] have their labels removed.
Label the bar graphs and segmented bar graphs so that the categories represented by each bar are indicated.[br][br]Describe in your own words the kind of information shown by a segmented bar graph.[br]
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zVZt5mBiJDNVE1n6A1nOoABFAY6MFCpThxrREiHBIqLywxEhFzmZ+ZZbzgzYw22MLCXgUp14lgjQvZmTdZtZiAiZDNV0xl6w5kOYACFgQ4MVKoTxxoR0iGB4uIyAxEhl/mZedYbzsxYgy0M7GWgUp041oiQvVmTdZsZiAjZTNV0ht5wpgMYQGGgAwOV6sSxRoR0SKC4uMxARMhlfmae9YYzM9ZgCwN7GahUJ441ImRv1mTdZgYiQjZTNZ2hN5zpAAZQGOjAQKU6cawRIR0SaFQXHz58eHjx4sXDmzdvHn7+/NmE8ePHj4dXr1492n369KlpszYYEbLG0Lzz3nDmRRpkYWA/A5XqxLF2EyFfvnx5ePny5eNlhUsLl5d+9DLDxdeyoT0uRFyMsMNFefSjeyNGxKofXK7Yiz8tG7Wf5XtESJ+T1PxCDrXy5927d0/5xTzrkdt9EJznxRvOeTvFszLg+YZ3/Wi/Zj5e6sm6Nt/7M3B2neid6ufs/evsvuRYD4sQBbeUzA5yyY5Hqz6PEuLF6BeECxDGhufe3/yJ496fESF9Tgg5prkCXjXPmM9q02fn+/fiDef+Ix4/QgiMP//88wkIBYf2UuTipb+APi3Ol5swcGad4KyX7jPezcwN5sqZvcqxHhYhOCEAwA/ButLCHEjgOIFijOB50mzYmNMfkkLSWnP0oU+swyXBPfVygB32e//+/dM/R6h//+1BYyMW+CBuxMQ4iZlxcpx78i89nNe9GCv2+Pvvvx95Y8PgHNdpHIob393WsTNG+sYaxY89/vjjj/xzjBO78k4Omdt4f/369W9/gVtxM8W0N5wpQA0Ggn1LewxyU98HgzRduGfVCe4A9B70oNYHeaD9HzbICx9rrd075li7iBAGw8tYL0YWAC40NmUCxZgXgtrzosUTvv1S1Xn1zXj0ybV+EasNvuv+HhvmiZExYQx2eOfB8V3jU3vE6nN45368xNQGvr9///4kCDiHBPv27ZvD+CVO2vJJQcQ4GHdrX67Bk+t+22xloNp/E0IeyRdzj1xqfaxQN/y0N5zhAQ0IAHXufc971Fr/HBD2UCGfVSc4Z/ySjR7P/sN7hncd30kY+taZPcqxni5C2JBBgCY6i4AXIAnAk+QsrSFBascx9aPfeRF4MaoNvtMOe/MSURvdE3j8nes1HtjBH7FiDXjhh/Nco5xxDWwRD/ysYdCYuL7lk/vShv4Ve2uMcW99VhMh4Ixn6RzxbNbO0NeN+u4NZ1Qco8XdqvclDKxxv4yW7DPen4Ez6oQ5oL2G95PeXfiuH+SDrtG5Ht8d6zAihITigtRiYQGtkUbyL9npHryYW6Tr5f358+fHA+OlwznE6T+0gc+WHec1Dk0QHYfvJSzEChtdzz25D9+JtSUMdU9wvedTSYSQr0tc0UbPZg+vI6zxhjNCzLPFyB55Kd8wx74wG/4R8JxRJ7wHvBfxrP/555/HM/e8gP3S3dKDS8d6ugjhb35+IfLCU0FBgK01bNzwo2tYYGuk8UCW7DgP/7yUGY8/aQtf+FOXxoQDxXvrh0VO7G7DecXqCaTcYH0LD+PDvCYYY+M+fCdexsV34L4Ui/Oy9F5FhJAr5bzFCc9Q87hlN8OYN5wZMI2IATnJum/Ff/bF09ozY/9l4Iw64T3gdwhzAf+8j17vfQj2l3Llv1Hv++ZYTxchCJOXG4GRHL8kCYlNGvNKkPtRO/qmD39yz9alDdKxl+/nPvSdsXAdD5q+WvtgPS8qrPM1xNCywVrgxZz78UtPeaGgUJ8cwzrE4e+t2HTsMYAr/k8FEUJ+/SxaNF1j21o/0pg3nJFinylWXjzsH45tbd7t896XgTPqhPeA9yS8a8/ndyLC3eZjnOvxdKw3ESFsurjI9IeXbguYXvK80Ckk1Ae/80Jv+cIY19IX7XAg9OHPSwdBsYE1ioMH777wjjWX5ulH+VJcuif9Ox7iatlijdoTO3HqvvSvT42F+2x5zi5CmFte7OTm69ev/Pr4RG7zrH+ZmPDFG86EEO8OEv5Ddf2P1T0/0YNUjPj83QEqENBZdYKerT2fZ81eznf2Lr5z/gzqHetNRAiA+AXHi28JpNoriTrul+qSL4yTXPWFcV7Eetny+6UYNQ4eoO6vIor+aMdYOP727dvHRGFs6luT4ePHj492XIenzuv+ipn2fvERu+LUvbEOOIiF8fs+a+8zixDni1yTu5boVL7XuBt93hvO6HhGiJ91rbmotYueoXP4fqmPjIB59BjPrBM/bz9rv498vje3jrWrCOkd7D37Y6H7xX7PMT9XbDOLkOfidJR9veGMEnfiDAO3ZKBSnTjWiJArM81Vo/6GcaWrMuYRIWWO+jeg3nB+M8hAGAgDD5XqxLFGhFxZAPrn9QiQbeRFhGzjaUYrbzgzYgymMHCUgUp14lgjQo5mT9avMhARskrRtAbecKYFGmBh4AADlerEsUaEHEicLN3GQETINp5mtPKGMyPGYAoDRxmoVCeONSLkaPZk/SoDESGrFE1r4A1nWqABFgYOMFCpThxrRMiBxMnSbQxEhGzjaUYrbzgzYgymMHCUgUp14lgjQo5mT9avMhARskrRtAbecKYFGmBh4AADlerEsUaEHEicLN3GQETINp5mtPKGMyPGYAoDRxmoVCeONSLkaPZk/SoDESGrFE1r4A1nWqABFgYOMFCpThxrRMiBxMnSbQxEhGzjaUYrbzgzYgymMHCUgUp14lgjQo5mT9avMhARskrRtAbecKYFGmBh4AADlerEsUaEHEicLN3GQETINp5mtPKGMyPGYAoDRxmoVCeONSLkaPZk/SoDESGrFE1r4A1nWqABFgYOMFCpThxrRMiBxMnSbQxEhGzjaUYrbzgzYgymMHCUgUp14lgjQo5mT9avMhARskrRtAbecKYFGmBh4AADlerEsUaEHEicLN3GQETINp5mtPKGMyPGYAoDRxmoVCeONSLkaPZk/SoDESGrFE1r4A1nWqABFgYOMFCpThxrRMiBxMnSbQxEhGzjaUYrbzgzYgymMHCUgUp14lgjQo5mT9avMhARskrRtAbecKYFGmBh4AADlerEsUaEHEicLN3GQETINp5mtPKGMyPGYAoDRxmoVCeO9TcRggsjP+Ggdw4g8fITDpIDyYHkQHJARdtvIkQn8z0M9GAgfwnpweKYPnDh5BMGwsBlBirViWONCLmcG5ntwEBESAcSB3XhDWdQGAk7DJzKQKU6cawRIaemVpyDgYiQunngDacuE0EeBpYZqFQnjjUiZDkvMtOJgYiQTkQO6MYbzoAQEnIYOJ2BSnXiWCNCTk+vbBARUjcHvOHUZSLIw8AyA5XqxLFGhCznRWY6MRAR0onIAd14wxkQQkIOA6czUKlOHGtEyOnplQ0iQurmgDecukwEeRhYZqBSnTjWiJDlvMhMJwYiQjoROaAbbzgDQkjIYeB0BirViWONCDk9vbJBREjdHPCGU5eJIA8DywxUqhPHGhGynBeZ6cRAREgnIgd04w1nQAgJOQyczkClOnGsESGnp1c2iAipmwPecOoyEeRhYJmBSnXiWCNClvMiM50YiAjpROSAbrzhDAghIYeB0xmoVCeONSLk9PTKBhEhdXPAG05dJoI8DCwzUKlOHGtEyHJeZKYTAxEhnYgc0I03nAEhJOQwcDoDlerEsUaEnJ5e2SAipG4OeMOpy0SQh4FlBirViWONCFnOi8x0YiAipBORA7rxhjMghIQcBk5noFKdONaIkNPTKxtEhNTNAW84dZkI8jCwzEClOnGsESHLeZGZTgxEhHQickA33nAGhJCQw8DpDFSqE8caEXJ6emWDiJC6OeANpy4TQR4GlhmoVCeONSJkOS8y04mBiJBORA7oxhvOgBASchg4nYFKdeJYI0JOT69sEBFSNwe84dRlIsjDwDIDlerEsUaELOdFZjoxEBHSicgB3XjDGRBCQg4DpzNQqU4ca0TI6el1vxt8+PDh4cWLFw9v3rx5+PnzZzPQHz9+PLx69erR7tOnT02btcGIkDWG5p33hjMv0iALA/sZqFQnjrWbCPny5cvDy5cvHy8rXFq4vPjRiwyXHn7chrZ44kLExQg7XJRHP7o/YkSs+sHlyrj02WNv3efevkeE9D8R1sG7d+9+ca452Cuvf9ngTl+84dxpmFOGxfpe6rWcRz4u2UxJzB2COqtO9C7Vu01/obx1b3Ksh0VIC6QntCa7EuF2zA31ibVHPrgMdM+WCFmK7+jeR+K+xVrizl9C+rCNYn79+vXD27dvH1SEsMiZTxQq2gj6RHB/Xrzh3F+Ec0aEXEMOIsdafRbzOg7bS31gTpbuB9VZdcKe5L94E/lz9CbHeliEAAwSGj/8i4ImN+a/ffv2+EPgtGsJAhUgKh7YsElaa47+9Yl1KDA2/taemIc/7qHr9bvGphiJR32Aj6UY1Q9tEAM/jBV7/P3334/Ngg2Cc1yncXA9n27r2BkjfWOd8/vHH3887q/Y6H/rs8o/x+AMwSmeep4YU47BG+Z9bCufI9l5wxkp9hliRW/yHsEa137HXqFjM+AfBcNZdYJzxS9GOPPW5zl6k2PtIkIIjpexJz3mmeS8PP1CpI/WBc0L0H3QF54g89KHa1v74kJQXy0b+iZGxoRxruelwnf1qfaI1efwjnX4sEmoDXx///79SRBwDgkGkecfjZO2fLLRMA7G3dqXa/DkOt9r7b2CCNFixjnyLJnPfCdX4LJVJ5yf5ekNZxZco+Bo5RnGvMcxT9f66Ci4R4vzrDrBWWsPZ68HPzzzW/cmx/psIgTELCU8yXEbkIUxNm+149hS8i2JEPWhh4XvOED/qD3i93fuo/HADv6YAFijypTzXKNigGsQBxPKG8ilGLm+5ZP70ob+FXtrzPdbe59dhODM9bcN5CkLm/kBrvUDXtfOUe1H/e4NZ1Qco8aNPGNfIYbWGPOUeUvbPG/DwC3qhHcA84Fnfuve5FhvJkL0KHn5LTVhkoPLkASRQIxpofCSXPLFfSkO3A57wTc/tFPRwDk+GT8u78+fPz9eJjxYzmG9/9AGflp2nFesxI81Og7fjoXxKQZdzz25D98pQsCr49Y9wfWez8wihPwoN+CROcp5PQdwCPul89vD8b2u8YZzr3HOGhfyjPVOjMhFH2PPZd7SNs/bMHCrOuHdgLx4rt7kWJ9FhBA8LjxvzjhyFoTO6xotFJB56UJmCpH8LY0f/v0yph881df79+8fbRkTL3as9x8WPv0vzStW4NOPcoP1LTyMD/PKL2NjHHyPCFGGr/tODv0seTZ//fXX41/AmB/03rocODfT0xvOTNhGwNLKM4x532Bf0X4xAr5ZYrxVnfBuwTnzzG/dmxzrTUQI/loAwPxo4/ZLFjYkB41cCeLlzUtU7TjGPfzJi9mLD4eisfGQfG/3x1h4+RAHnryAsKd/1L+vIYaWDfwgTszhozbeOJQXCgy15xjPwd8Rv8emY45p7X3mv4S0sCM3NG/BMzmmPeZ9jHMzPb3hzIRtBCyoY/YVxstewBrHOPujjtE+z/MZuFWd+Dk/R29yrDcRIX5h8+K+1IR1DYUDCeR6fa4VD9fSF9MK69QPv3vh0p5PXae2KgDoi0+suTRPP2wSWKe4dE/6dDyt+GiLp9q7CNF9dQ2/ayzcZ8uzughh7oFvfPi+l88tnN+LjTece4mrShzIMfYVxYz+quNVRLFycE/fz6qTr1+/PsHk3aP3LnvRLXuTYz1dhAD4n3/++dtFT9BPDNkXvRD14tRxv1TNxS+vJFt9weDjx4+PFzMvWjz1kH5xIi8aRwuLiij6ph1j4Tj+/0ogLsamvvWiasWq8xLe41ffR5sODBCP49W9MQccxML4fZ+19+oiBPz4WVw6tzU+R5r3hjNS7DPEuiRCgI117T1gBtyjYTijTryXs587N7fuTY61qwhxcDO/8wL3i31mzHuxVRMhe3macZ03nBkxBlMYOMpApTpxrBEhV2aPq8a9fx24ctuhzSNChj6+Q8F7wzq2gxMAABYeSURBVDnkLIvDwKQMVKoTxxoRcmVS89/V8KetCJBt5EWEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ471NxGCCyM/4aB3DiDx8hMOkgPJgeRAckBF228iRCfzPQz0YCB/CenB4pg+cOHkEwbCwGUGKtWJY40IuZwbme3AQERIBxIHdeENZ1AYCTsMnMpApTpxrBEhp6ZWnIOBiJC6eeANpy4TQR4GlhmoVCeONSJkOS8y04mBiJBORA7oxhvOgBASchg4nYFKdeJYI0JOT69sEBFSNwe84dRlIsjDwDIDlerEsUaELOdFZjoxEBHSicgB3XjDGRBCQg4DpzNQqU4ca0TI6emVDSJC6uaAN5y6TAR5GFhmoFKdONaIkOW8yEwnBiJCOhE5oBtvOANCSMhh4HQGKtWJY40IOT29skFESN0c8IZTl4kgDwPLDFSqE8caEbKcF5npxEBESCciB3TjDWdACAk5DJzOQKU6cawRIaenVzaICKmbA95w6jIR5GFgmYFKdeJYI0KW8yIznRiICOlE5IBuvOEMCCEhh4HTGahUJ441IuT09MoGESF1c8AbTl0mgjwMLDNQqU4ca0TIcl5kphMDESGdiBzQjTecASEk5DBwOgOV6sSxRoScnl7ZICKkbg54w6nLRJCHgWUGKtWJY40IWc6LzHRiICKkE5EDuvGGMyCEhBwGTmegUp041oiQ09MrG0SE1M0Bbzh1mQjyMLDMQKU6cawRIct5kZlODESEdCJyQDfecAaEkJDDwOkMVKoTxxoRcnp6ZYOIkLo54A2nLhNBHgaWGahUJ441ImQ5LzLTiYGIkE5EDujGG86AEBJyGDidgUp14lgjQk5Pr2wQEVI3B7zh1GUiyMPAMgOV6sSxRoQs50VmOjEQEdKJyAHdeMMZEEJCDgOnM1CpThxrRMjp6XW/G3z48OHhxYsXD2/evHn4+fNnM9AfP348vHr16tHu06dPTZu1wYiQNYbmnfeGMy/SIAsD+xmoVCeOtZsI+fLly8PLly8fLytcWri8Wh9efJcuP1yIuBhhA/ujH71IESNi1Y/uhz177at73ON3nkVEyLHTaeUPckhFm+ZglfwCq95wjjGd1dcwwPpe6secRz4u2VyzX2z3M3B2nWiP8rO+dW9yrIdFiIJDMi8ltIoU2i1dfurzqAh59+7dY0zc00WIHwDt8Dy69/6UvM1KNqGlc0AUyo9eqtdEOPtfQsDR69evfxO35IgcMp9YC3v5pN8Rnt5wRoh5hhiRa+h9yDG/dIAP8zoO20t9YAZO7hnDmXWCHMB91uo3z9GbHOthEcKERlITrCY35tl0t1zsKkBUEJBAktaaayUZ1qHAGIOLEMas4xQuXpQam2KkDz1o8LEUo/qhDfbkh7Fij7///vuxWTAWznGdxsH1fLqtYoQNY6RvjDm/f/zxx+P+io3+tz5nFyHgGSIE3LU+4Fk5hk2Vpu8Np8VPxs5jAL3JewRrHHP8sFfoGOfyPJ+Bs+rkHnuTY+0iQnhEvIw96Xmpv3379umfbHCpoTn7p3VB8wJkofAC1mfLl/rmWr+IOc49sIbxqjCgL2Js2fOi4XqNT+15+fs892OT0Hn4/v79+5Mg4Bwuv2/fvjG8p6fGSVs+2WgYB+Nu7cs1eHLd0yYbv8wuQpxr8gl6mM88W1KGNV4nnJvp6Q1nJmwjYGnlGca8DzJP1/roCJhHjPGsOkHfef/+/dN/3oA+zl7EM+c7eWvlDOd6PB3r6SKEQPUy0++tpNc1Og+ysJbNW+04tkQSxYYXH+zpV+PSi0R96p6Izd+5j8YDO/imT6zR35o5zzUqBrgGMSA54KeFYSlGrm/55L60oX/sge+6p47pXlu+zy5ClAPyzLNkfoBr/YDftXNU+1G/e8MZFceocSPPmIvE0BpjnvqFxDV5nsvAGXXCXqR9hvcT+hHP/Na9ybGeLkJIBC4xJjjBY4wXoB6xzpOglh+sQUHBjxKtvvid5LfsWiIEPrk3ffCJccb++fPnx71Z6JzDvP/QBn5adpxXrBqDjsN3Cwt8EytsdD335D585xmQB77Dl+4Jrvd8KokQ5R98kT89B9hgbun89nB8r2u84dxrnLPGhTxjvRMjctHH2HPZo2mb520YOKNOeA943+b5//PPP495cOve5FhvKkKUDADHJenFgCNnQeglymaOMS0U+MTYWkPngbhdKw5exm7LdFRf+FOXxkR/GPMfYqX/pXnFqpw5N1jfipHxYV4TjLExDr5TdDAuvmO/S7GQj7VnNRFCzsAvc1lzFnzhXHkOa/yNPO8NZ2QsI8beyjOMed9gnmq/GBHvqDGfUSe8B/wOwRmj9+Cf99Hrb92bHOvpIgRJ4ZcbEx6XpF54TCCdV4Loh81b7ThGH/7kgXjxuU+sw6EtXfD0y3Wwww8Pem0tL6jWGmJo2WBf4MUcPmrjjUN5Ib9qzzGsQxz+3opNx8jB1mc1EcJcY06AZ3JMzpA/Psa5mZ7ecGbCNgIW5CD7CuNlL2B+YtxzlrZ53oaBM+qE94DfD9qP9DuRnt2bHOtNRAgTHBeZ/rggIAl46iVPuyU/Wy5IrqUv7kXRoHHx+6VLQtdpkfPg6UOfWHNpnn7YJLBWG4XuSb+OZw2X2iMB4Yc4dV/616fGwn22PGcXIV+/fn2igedLTjHB3GMz4PtePp82G+CLN5wBQp4qROQY+4oCQ3/V8bMvHt07339n4Kw6wflrz/few/db9ibHehMRAsr9glNifj+SX+3V9lo/9E2y1ZfP6YWLorz00Th4gGqvIop+acdYOM7/1RBjU996UX38+PExobgOT53X/fHd99Gmg3nEAx96YeremAMOYmH8vs/a+8wixPkiZ86Jn8Wlc/O1I797wxkZy4ixI8+87omDde09gPN53o6BM+sEOYAz5o/3nlv3JsfaVYTc7siefyde4EsF/vwR3k8EM4uQ+2H5PiPxhnOfUSaqMPC8DFSqE8caEXJl7rlq3PvXgSu3Hdo8ImTo4zsUvDecQ86yOAxMykClOnGsESFXJjX/zR9/2ooA2UZeRMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWCNCjmZP1q8yEBGyStG0Bt5wpgUaYGHgAAOV6sSxRoQcSJws3cZARMg2nma08oYzI8ZgCgNHGahUJ441IuRo9mT9KgMRIasUTWvgDWdaoAEWBg4wUKlOHGtEyIHEydJtDESEbONpRitvODNiDKYwcJSBSnXiWH8TIbgw8hMOeucAEi8/4SA5kBxIDiQHVLT9JkJ0Mt/DQA8G8peQHiyO6QMXTj5hIAxcZqBSnTjWiJDLuZHZDgxEhHQgcVAX3nAGhZGww8CpDFSqE8caEXJqasU5GIgIqZsH3nDqMhHkYWCZgUp14lgjQpbzIjOdGIgI6UTkgG684QwIISGHgdMZqFQnjjUi5PT0ygYRIXVzwBtOXSaCPAwsM1CpThxrRMhyXmSmEwMRIZ2IHNCNN5wBISTkMHA6A5XqxLFGhJyeXtkgIqRuDnjDqctEkIeBZQYq1YljjQhZzovMdGIgIqQTkQO68YYzIISEHAZOZ6BSnTjWiJDT0ysbRITUzQFvOHWZCPIwsMxApTpxrBEhy3mRmU4MRIR0InJAN95wBoSQkMPA6QxUqhPHGhFyenplg4iQujngDacuE0EeBpYZqFQnjjUiZDkvMtOJgYiQTkQO6MYbzoAQEnIYOJ2BSnXiWCNCTk+vbBARUjcHvOHUZSLIw8AyA5XqxLFGhCznRWY6MRAR0onIAd14wxkQQkIOA6czUKlOHGtEyOnplQ0iQurmgDecukwEeRhYZqBSnTjWiJDlvMhMJwYiQjoROaAbbzgDQkjIYeB0BirViWONCDk9vbJBREjdHPCGU5eJIA8DywxUqhPHGhGynBeZ6cRAREgnIgd04w1nQAgJOQyczkClOnGsESGnp1c2iAipmwPecOoyEeRhYJmBSnXiWCNClvMiM50YiAjpROSAbrzhDAghIYeB0xmoVCeONSLk9PTKBhEhdXPAG05dJoI8DCwzUKlOHGtEyHJeZKYTAxEhnYgc0I03nAEhJOQwcDoDlerEsUaEnJ5e/93gw4cPDy9evHh48+bNw8+fP/87Mfm3iJDJD/gCPG84F0wzFQbKMlCpThxrWRHy6dOnR0Hw6tWrhx8/flyV/HvXRoRcRfNdGyNnkDsQlThX/0BkQmxi/t27dz79OIY5/Wn5+W3hYAPecAYLf9hw2aM0v/SXny9fvjy8fPnyl/zb0wuHJejOAu9ZJ5d6E3qR5gS/69nresz37kuONSIkIuT0cpztLyEo0tevXz98/vz5UWh4kVKA4CJA0bsI0fnTyX/mDbzhPHM4ZbZHTnreKXjkpooSncv32zPQq07WelMLmfYoChD2NIpV5Euvj2MtKULWfkvAAVAh4qnFemmtz+E3DRwiP/Sr/jg383M2EcKzophgwXJcn1rgHGej0Nzg3GxPbziz4btXPMi7S3mJuUsi5V5xzRpX7zrZ0pvAJXrQv/71r6d7Cnnh9xPyxMeOnINjjQj5/z+Jk2QQrgKE3/nnKhcaFCnfv39/+vM81+CpQgQHTHskSZVPRMiv/xzD3y6YJ8ytGfPBG86MGO8NEy8g5hee6Fv68T53SbDounw/h4HedcIcWDtX5AF+8OEavhMpcqdnj3KsJUUIyKWYUHL1cuDh0Q6F7GO6Fj6/fv3Kc3v870wwr+uwHu8UPE/Gk3+JCPlVhOhxs/BVrOr86N+94YyOZ8T42XfYvxwDe5xfPm6X9/MY6F0n7CtLZw4k/leQpTXIj579ybFGhMh/E8JiVcJ5MBAPLFIWrYsQ/nsabPWHiUD/ESHnFfMtPTM3eL6tvZEzzJvWPMaYN5f8LK2993FvOPce76zxIQcv9R3knvezWbm4R1y962RPb1rqQxEhJ2VMS0hQJOwRIfpXFBUg+M7Lhf4vNYOT4D6r2/wlZPkvITgYNow1sfKsh7hz897NdWcY5ZetiYzeF015wq8koHedsKfw7vFwWufNNd6HYNtToDrW8n8JUcGhQoKHR7GiYoJjutYFBg9U17mNJ8as7xEhl0XI0m8gM+SDN5wZMI2IIX8Jue9T610nvH94jyl6zrnYgA3s/ZfktdxR31u+O9ayIkQFB4QCDwRPvPuPHkxrLYWJr8M7EyEiZEuKjmPDYub5tiJHPjG3OK//7RDGMN/zNw3ucw9Pbzj3ENPsMUDUIjf5YW/CEx/MwYYf9rNLeUzbPM9hoHedXOpNyAP9BVoReS7wnbmjtnu/O9ayIgQEUhRAKOhFoeM+R+LVhmvxpAjBpQLhouu5RgUN/c38zF9C/vuXEDYH5gmeM+eDN5yZ8/xesLHPMMf8wqEo4TyePS+Ze+FhpDh61wn7DHJBP/yrK+8sneN3Cg/mR+/ccKylRQhJz/NcBmYVIeeyNod3bzhzoAqKMNCXgUp14lgjQvrmUrw1GIgIaZBSZMgbThHYgRkGrmKgUp041oiQq1IlxnsYiAjZw9oca7zhzIEqKMJAXwYq1YljjQjpm0vx1mAgIqRBSpEhbzhFYAdmGLiKgUp14lgjQq5KlRjvYSAiZA9rc6zxhjMHqqAIA30ZqFQnjjUipG8uxVuDgYiQBilFhrzhFIEdmGHgKgYq1YljjQi5KlVivIeBiJA9rM2xxhvOHKiCIgz0ZaBSnTjWiJC+uRRvDQYiQhqkFBnyhlMEdmCGgasYqFQnjjUi5KpUifEeBiJC9rA2xxpvOHOgCoow0JeBSnXiWCNC+uZSvDUYiAhpkFJkyBtOEdiBGQauYqBSnTjWiJCrUiXGexiICNnD2hxrvOHMgSoowkBfBirViWONCOmbS/HWYCAipEFKkSFvOEVgB2YYuIqBSnXiWCNCrkqVGO9hICJkD2tzrPGGMweqoAgDfRmoVCeONSKkby7FW4OBiJAGKUWGvOEUgR2YYeAqBirViWONCLkqVWK8h4GIkD2szbHGG84cqIIiDPRloFKdONaIkL65FG8NBiJCGqQUGfKGUwR2YIaBqxioVCeONSLkqlSJ8R4GIkL2sDbHGm84c6AKijDQl4FKdeJYI0L65lK8NRiICGmQUmTIG04R2IEZBq5ioFKdONaIkKtSJcZ7GIgI2cPaHGu84cyBKijCQF8GKtWJY40I6ZtL8dZgICKkQUqRIW84RWAHZhi4ioFKdeJYI0KuSpUY72EgImQPa3Os8YYzB6qgCAN9GahUJ471NxGCCyM/4aB3DiDx8hMOkgPJgeRAckAl3C8iRCfyPQyEgTAQBsJAGAgDZzIQEXImu/EdBsJAGAgDYSAMLDLwf+JFWbUIvpKyAAAAAElFTkSuQmCC[/img]
[size=150]This is still a two-way table. Instead of showing [i]frequency[/i], this table shows [b]relative frequency[/b].[/size][br][br]Two-way tables that show relative frequencies often don’t include a “total” row at the bottom. Why?
Is there an association between age and cell phone use?
How does the two-way table of relative frequencies help to illustrate this?
[size=150]A pollster attends a rally and surveys many of the participants about whether they associate with political Party A or political Party B and whether they are for or against Proposition 3.14 going up for vote soon. The results are sorted into the table shown.[/size][br][br][img]data:image/png;base64,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[/img][br][br][list][*]A news station reports these results by saying, “A poll shows that about the same number of people from both parties are voting against Proposition 3.14.”[/*][*]A second news station shows this graphic.[/*][/list][br][img]data:image/png;base64,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[/img][br][br]Are any of the news reports misleading? Explain your reasoning.[br]
Create a headline, graphic (in the applet below), and short description that more accurately represents the data in the table.