[size=150]A relative frequency table displays some of the information they collected.[br][/size][br][left][img]data:image/png;base64,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[/img][br][/left]What does the 86% represent?
[left][/left][img]data:image/png;base64,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[/img][br][br]Create a relative frequency table that could be used to show the percentages of belt wearers who wear a watch or not, as well as the percentages of people without belts who wear a watch or not.
[size=150]The results for the test are in the two-way table.[/size][br][br][left][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZUAAACzCAYAAABB2YGkAAAbWklEQVR4Ae1bO3IV2bZUxDPvYJgFGgI9A0bABBhA+/I1AGwi2sOnTcAk2gSzcc+NJV7WzZPaVaqSav/zRKiran/WJ3PtlXUk+ubijxEwAkbACBiBkxC4OcmOzRgBI2AEjIARuFhUXARGwAgYASNwGgIWldOgtCEjYASMgBGwqLgGjIARMAJG4DQErkTlP/93c/GPMXANuAZcA66BIzXAivRIVHjS90agBAJRvP6Mi4D5HZfbyEz5vTrNOjk2FM6uFQRcd60wkScO85sH11asKr8WlVaYmTgOLcqJoRgydfM7JK1LUsqvRWWBxje1ENCirBWH/eZBwPzmwbUVq8qvRaUVZiaOQ4tyYiiGTN38DknrkpTya1FZoPFNLQS0KGvFYb95EDC/eXBtxarya1FphZmJ49CinBiKIVM3v0PSuiSl/FpUFmh8UwsBLcpacdhvHgTMbx5cW7Gq/FpUWmFm4ji0KCeGYsjUze+QtC5JKb8WlQUa39RCQIuyVhz2mwcB85sH11asKr8WlVaYmTgOLcqJoRgydfM7JK1LUsqvRWWBxje1ENCirBWH/eZBwPzmwbUVq8qvRaUVZiaOQ4tyYiiGTN38DknrkpTya1FZoPFNLQS0KGvFYb95EDC/eXBtxarya1FphZmJ49CinBiKIVM3v0PSuiSl/FpUFmh8UwsBLcpacdhvHgTMbx5cW7Gq/FpUWmFm4ji0KCeGYsjUze+QtC5JKb8WlQUa39RCQIuyVhz2mwcB85sH11asKr8WlVaYmTgOLcqJoRgydfM7JK1LUsqvRWWBxje1ENCifG4cP378uPz69eu521+0L/yG/9Y/379/fzLET58+XW5ubh5+Xr16dfny5cuTe7YWmN8tdM6de4rf9+/fL9yC4+D7JR/l16LyEjS99xQEtCiPGsVBub29Ld7Y7+/vT2u+R/Peuz5EIcQhmkjEu/bhdWg4LYiK+V1j7Pc487bGb7z0vH379pGggOe1fduef8/q+bWo7EHNa7IioEV51JmbzjZie5pOWEDjiQYTP9FwLCrn4bDN0vNn9/Ib6/7888/FUXyzjhex4PklL2R6fi0qC8S+qYWAFuXeONAE8baFaxyQb9++LQcmvt6jSfIbGf+aJ/bGm1zYxIcPK2zzGogZ5uKKJgx/sf7jx49Xb4jhV2MPW/rZio8bwt3d3dVbKDcItYFYGQf1G8+IH/mk1uwdM783l9b4BXeo4ZfwrPxaVICur9UQ0KLcG4g2ZjRMFZU3b94sTR3NFE0Te3CFaKzZjnVYgwOJvXHF4Vyzz2v1HrFF/mv74ZtFRe3EM4RlBlExv7///sV1wLW0dZ5Qw6jbrbVrc3p+LSprSHm8GAJalEcd42Cgkcb+NVGIw8bfQGJvfHgsGnF8vn79evU3Gm70WIMxPZTczOEDa7nps18IBo9hL4+Fbc0P8QCL8IEx3hsx7PkgVs1rz15dY35//z2rJX6DI34xQWzK3Z5n5deisgc1r8mKgBblUWdopFuiggYbtlMNk5s0Gjmv5bfAuEdzTtmKfeEPe+Cbmzt8sF8c7JRNXhd7+Rn71C9iZL8Yi7Vbn1QMW+u35szv7z+Qg6cUtsxnCX7Z30tfHJRfi8rWafBcEQS0KI86jUMYDXxNVHCYYReHGk1fr7H+58+fV3+n0DVozrClB/MpUcF+PtyIEzbVJ541PuyL/NgvfIwuKpx/YHAUP+DKV2AHW6PxizMTOeOlB+fj6FXPr0XlKIJefzoCWpRHHeCAnCkqf/311/JNAw0m1ZxHbTpreR3lJtab3/Q3FRYxvs/90oDzcoagpPi1qDznlHjPqQic1XT4bTL1DQBBszisvaWhqfLB47G4jw+PsS3+xoBx9ov9qTh5HfYidlxT+2KO/cIH24uGsueDvBjTPftSa8zvtagwHyX55Zrhuk5xdmRM+bWoHEHPa7MgoEV51Ak30jgsW296sM1va7EHP2iifPAxx9dUw455fFvimNA42Cb280HnX+M8Fd/aPvab8oEcEBPw0GtLosI5Rfzm93e9HuGX6wU1oNenakJrBM96fi0qQMbXaghoUT4nEG7Ce5pO+NBmhUOGw6Xz8T+OhWjEOhzosIMGHONnicpT8XGTYDHimDlGFrSIEzmuYY2cILJr6/aMm9/rbyrAjLlC7YGbs/nlf+nFvvj+qZpA3HpVfi0qipCfiyOgRVk8ADvMioD5zQpvdePKr0WlOiUOQIvSiIyFgPkdi0/NRvm1qChCfi6OgBZl8QDsMCsC5jcrvNWNK78WleqUOAAtSiMyFgLmdyw+NRvl16KiCPm5OAJalMUDsMOsCJjfrPBWN678WlSqU+IAtCiNyFgImN+x+NRslF+LiiLk5+IIaFEWD8AOsyJgfrPCW9248mtRqU6JA9CiNCJjIWB+x+JTs1F+LSqKkJ+LI6BFWTwAO8yKgPnNCm9148qvRaU6JQ5Ai9KIjIWA+R2LT81G+bWoKEJ+Lo6AFmXxAOwwKwLmNyu81Y0rvxaV6pQ4AC1KIzIWAuZ3LD41G+XXoqII+bk4AlqUxQOww6wImN+s8FY3rvxaVKpT4gC0KI3IWAiY37H41GyUX4uKIuTn4ghoURYPwA6zImB+s8Jb3bjya1GpTokD0KI0ImMhYH7H4lOzUX4tKoqQn4sjoEVZPAA7zIqA+c0Kb3Xjyq9FpTolDkCL0oiMhYD5HYtPzUb5tagoQn4ujoAWZfEA7DArAuY3K7zVjSu/j0QlFvjHGLgGXAOuAdfA3hpgZXskKjzpeyNQAoEoXH/GReDff/8dNzlndlF+r06zD7crpAYCrrsaqJfzqU2nnGd7KoGA8mtRKYG6fWwiYFHZhKf7SW063SfkBK4QUH4tKlfw+KEGAhaVGqiX86lNp5xneyqBgPJrUSmBun1sImBR2YSn+0ltOt0n5ASuEFB+LSpX8PihBgIWlRqol/OpTaecZ3sqgYDya1Epgbp9bCJgUdmEp/tJbTrdJ+QErhBQfi0qV/D4oQYCFpUaqJfzqU2nnGd7KoGA8mtRKYG6fWwiYFHZhKf7SW063SfkBK4QUH4tKlfw+KEGAhaVGqiX86lNp5xneyqBgPJrUSmBun1sImBR2YSn+0ltOt0n5ASuEFB+LSpX8PihBgIWlRqol/OpTaecZ3sqgYDya1Epgbp9bCJgUdmEp/tJbTrdJ+QErhBQfi0qV/D4oQYCFpUaqJfzqU2nnGd7KoGA8mtRKYG6fWwiYFHZhKf7SW063SfkBK4QUH4tKlfw+KEGAhaVGqiX86lNp5xneyqBgPJrUSmBun1sImBR2YSn+0ltOt0n5ASuEFB+LSpX8PihBgIWlRqol/OpTaecZ3sqgYDya1Epgbp9bCJgUdmEp/tJbTrdJ+QErhBQfi0qV/D4oQYCFpUaqJfzqU2nnGd7KoGA8mtRKYG6fWwiYFHZhKf7SW063SfkBK4QUH4tKlfw+KEGAhaVGqiX86lNp5xneyqBgPJ7mqj8+vXr8vbt28vNzc3l06dPJXLpxgdjc3t7e/nx48ej2O/v7x+we/Xq1eXLly+P5nMMHPEZnAa3Ofi1qORgtx2b2nTaicyRnIGA8nuaqEQjjIYYTSfEJRqpP78R6FFUImYWP4vKsWpmvNbEGKKO+ZIvFMeyedlqbTovs9bG7j38xvmJl0jwi+v79+/bSOKkKJTf00SFG2cA7s//EGBsWv+mgkanDY4P0dn8jvZNJZrJH3/8cfWNE7gCu1gTL18s3NFsFPf/VVG/d9p0+s3kd+R7+I2V8aL9+vXrqzroPfdU/MrvaaKScuax3whYVLYrYTRRSWWLGth6S8W3/RCgkT7adEbKDbmk+I0XiLWXSOwb4ar8niYqod74qoeDg0MSb18AWL8C4g0uxpkA7I3xjx8/Ln+viWd9mwt/MR5X7ONfwWEs1uCH3xgRN9tFkag/tcUxo0AYi9j/7t27Jf7U+tgHHFJYIVbYjytyRj7aiGIP5nAFL7DDPiMvtRn7gAnbUz7UN+zvvc4kKlyXig9qK8W3ru3pWZtOT7HvjRX9gvkNHvl5r63e1im/RUQFTW3PFSTggK3tQbMLAtAM46tmjMce2EHjTNlBk+U1ONAsDFjHjZXtsVA8FTev5eLhGNg27hEXihfjfEVz59h5Pu6RS/iGT2AJHHkP5tZyx1r45pz23s8kKow/4wPOULc81/u9Np3e80nFj3PJ/MaZGJFPzV/5zSoqOCjReNBMtelGswIhsQ5NjPdiLJJBI4y1IJDH0OSCzL///vuRyKR8cUywyU007jkeFAqPoanGfsQQ++LD9oGDEsM5wBbHgLh4HexjjG1//vz56h9LIK4Ulk+NRaypWDgvYKJ57XmeQVSAFTgDLuAlaga8Y26UqzadUfLiPFL8MrfBL59P3tv7vfJbTFTQFLmpM8hojGhw3LCxN8BP7cfeII7X8jgfZm6QsYZtojliL2LkPWwLhRP7/vnnn+VXgLCzFrMWEvwh/5hnDMLez58/l1+jsX0UdOSfii3G+QdrUj5TYxFLKn/GDThpXnueRxcV4MScKS5Yw/zrml6ften0msda3OBuD796Rtds9jSu/FYVFSZBmxk3VBYKEBjkoJHpXhCCcSWSmzBso2nGoY63/Igt9oWN+GA+xlI/Ecu3b98WUYHd2JuKGTHiili5qTAGEQ+LSioGxMv7UussKkC9zDVqAbW65RG8ce1sre9lTptOL3HvjfMov9z39vpoeZ3y27WogJxUQw4SMB6NFY00xlkgIBo40LH2w4cPD02AGzzvSTVqFRXEFv5Ki0oqb44fWGAd55kaU8ywf09esfepz8jfVALPPYICjKJBce1gvOerNp2ec9HYze/lovx2ISqppheNHW90a42Qv5HgoHIjZLtRLGEv7Ma/1oo57Ik5Fp3wt/aBjbCD5ssNfa3BpHJgn4gF69bscB6cXyou2OJ1GOP4wybngLwYy6141rDC+KiiElgewQV4oq6BT+9XbTq954P4j/KL8zw6v12ISjQ4/eHDikbIzZGJ1714jn384cYZa3QefrCfr2i0LGQ8j3uOm33DNueAIoy9EBUeg01csUbzwDyuiDXlU+NHvGwT+9EEwy7WcU5770cUlcCWuVQsgsf4p9n8iWaztYfX9nQ/oqjs4ffr168LTTgrM/Dbhajw/+cRDQzNE4ylmiPm4soNURsrr+OGvUa+Nl3Yixjw0TXRLBDjWvPFPPvleDTnsAnfuLJt2MPc3d3d8i/hIApYwz4jB4zHXthkDLEfB4XXAYMj19FEhbEC/rgCa8YYc8D6CHY9rB1NVJ7Lr57hHrjbE6Pye5qo7HF+ZA031NG+Lh7BYYa1o4nKDJwdyVGbzpG9Xts+AsqvRaV9zoaP0KIyNsXadMbOdr7slF+Lynw10FzGFpXmKDk1IG06pxq3seoIKL8WleqUOACLytg1oE1n7Gzny075bVZU5qNm3owtKmNzr01n7Gzny075tajMVwPNZWxRaY6SUwPSpnOqcRurjoDya1GpTokDsKiMXQPadMbOdr7slF+Lynw10FzGFpXmKDk1IG06pxq3seoIKL8WleqUOACLytg1oE1n7Gzny075tajMVwPNZWxRaY6SUwPSpnOqcRurjoDya1GpTokDsKiMXQPadMbOdr7slF+Lynw10FzGFpXmKDk1IG06pxq3seoIKL8WleqUOACLytg1oE1n7Gzny075tajMVwPNZWxRaY6SUwPSpnOqcRurjoDya1GpTokDsKiMXQPadMbOdr7slF+Lynw10FzGFpXmKDk1IG06pxq3seoIKL8WleqUOACLytg1oE1n7Gzny075tajMVwPNZWxRaY6SUwPSpnOqcRurjoDya1GpTokDsKiMXQPadMbOdr7slF+Lynw10FzGFpXmKDk1IG06pxq3seoIKL8WleqUOACLytg1oE1n7Gzny075tajMVwPNZWxRaY6SUwPSpnOqcRurjoDya1GpTokDsKiMXQPadMbOdr7slN9HohIH3D/GoHQNRGH6xxi4BvqsAZbSR6LCk743AiUQ8DeVEijX86FvsvUiseccCCi/FpUcKNvmIQQsKofg6m6xNp3uEnDAmwgovxaVTbg8WQIBi0oJlOv50KZTLxJ7zoGA8mtRyYGybR5CwKJyCK7uFmvT6S4BB7yJgPJrUdmEy5MlELColEC5ng9tOvUiseccCCi/FpUcKNvmIQQsKofg6m6xNp3uEnDAmwgovxaVTbg8WQIBi0oJlOv50KZTLxJ7zoGA8mtRyYGybR5CwKJyCK7uFmvT6S4BB7yJgPJrUdmEy5MlELColEC5ng9tOvUiseccCCi/FpUcKNvmIQQsKofg6m6xNp3uEnDAmwgovxaVTbg8WQIBi0oJlOv50KZTLxJ7zoGA8mtRyYGybR5CwKJyCK7uFmvT6S4BB7yJgPJrUdmEy5MlELColEC5ng9tOvUiseccCCi/FpUcKNvmIQQsKofg6m6xNp3uEnDAmwgovxaVTbg8WQIBi0oJlOv50KZTLxJ7zoGA8mtRyYGybR5CwKJyCK7uFmvT6S4BB7yJgPJrUdmEy5MlELColEC5ng9tOvUiseccCCi/FpUcKNvmIQQsKofg6m6xNp3uEnDAmwgovxaVTbg8WQIBi0oJlOv50KZTLxJ7zoGA8mtRyYGybR5CwKJyCK7uFmvT6S4BB7yJgPJrUdmEy5MlELColEC5ng9tOvUiseccCCi/FpUcKNvmIQQsKofg6m6xNp3uEnDAmwgov92IypcvXy6vXr263N7eXn78+LGZpCf7QsCi0hdfR6PVpnN0v9e3jYDy242o3N/fX25ubh5+4t6fdhD4/v37i4IZWVRQt+/fv7/CCC9JqGm+xstTzI/y0aYzQl7gFbylOIuX33gJxhpctRZ6x0P57UZUcAj9TaWNEuQD89JDMqKo/Pr16/L27duloezFKNbFvtg/ykebTu95Re0HR/wbk+BNhSV61uvXr4d6QUhxp/x2IyqpZDxWDwGLyjb2nz59emgycY0XoT2ighen0b6Ja9PZRq7P2RR34J7Fp8/stqNWfk8TFXwdjAP04cOH5Q0tvvKlDglIwFfCuAYJa5+Yw1qsg894a/j48eMyD1tbb4vYG/GGvXjLgH1+U+TmGeuwj3PCGPbztymOm+1y/jzO68Mez3EskW/MwSfW8X59cwps2W/s5VhjPpof/N7d3S32Yyxsp2wghj2N88GA/GfEbypIEZztwSbqSPmAnZ6v2nR6zmUtdpwrnJFYF/c4l2v7RhhXfk8XFTQYvW41YV67dvi4WYI4beZsZ+0ecTy1F8WAphD23rx5szTZ2K+ipT4jTl7DDeNIPqlY1Nfa85pPXs9rICo8z/cRNw4Qj8f9GndPHRyLyuXhVynBA+rzKcx6mtem01Pse2JFj8A5xZ7gUscwN9JV+T1NVLhJAkhuPltj3HhTb9dBANuPex1DQ2OxQLNMxcH2EBvHEU0y1ugYGmn4YV9xH5+UL16H2NG8UzEiF7alsQAnFDTHFXHAPvLgdciXxxA/x4o4GCuM8V6MPQDwjP9YVC4PtQROnwFh01u06TQd7IHg+Izh/PB2no9ziLPOa0a4V36ziAoaJzdkAMpNC+sCWG5cKYJ4HvtSY9yI0ew4DjTU1N6IQ/fzXjToWMfjyA0FgmJCk2CbkRvvRYzABXvUR6zjfcgj1qm/GNP89Fljhb1UHCwgWMdjyAE2j15nFxVg+VIcj+Jear02nVJ+S/nBueSzq76xhnuIrun1WfltRlS48aYOV6oppsbYDsSJCUVTTO0NUnl/xJHaG+t4XEUFjZkLKGzFc/j//Pnzw99wuAh5T6zTn9j38+fP5e8oyCNigW2OQ/PjZ7Udz9iLODg2NL1YB788luLryAGZXVSCG8b7CHY9rNWm00PMR2PEedg6C1iDM3TUR6vrld9mRIWbHsSAQeT5uI9PaoxFAXZYAEBoam/Y1P2pvbGOx9GQH4KiJs+NAv5iLf4hA2KJfWjmqYaPZm5RAcL9XNFI1poN6mhtvp9M1yPVprO+su+Z4JDPdCqbPWtS+1oeU36Liwo3bRCAgxXNkxsxA4mmHGviPj6pMba/V1RSccAPx4Z1iIuFAL7YP69Hc4n83r179/BNBHvCHu9DfvCD61osUagRL4ubYgP/sY79wjauyIl54L3IKTUGG0evM39TAU9rnB/FssX12nRajPGlMeFsbr0c4MxsrXlpHDX2K7/FRSWSRuOKBqc/aw0Phy/W4wCmxrg5wxYIj71oirxXY4hnEJ/aC+J4Tm1wU8Z6NP9Y+9Q828Na9oc8wjbsbonKU7gDU3ADn7EPhyFiSvlFrMAb+e69zioq4JMx3YtZT+u06fQUeyrWOA/xT/r5E2dQz8zXr1+XJeCa1yyTnd8ov1VEJTBMNXU0thTGvB7rUmPPEZX4/zGC7FRzRDFoQ+UY0dSxn5s7r+N41xoJr4G9uMb4Wizwz37ZTtzjw/iwfQjCEVFhsQlbsAFfe6+zigqwZn72YtbTOm06PcWeihW88fnhsxd7UmvWznzKR09jyu9potITCBHrWtPtLY8R4h1ZVEbg56U5aNN5qT3vbwsB5deiQr9Oa4uqeaKxqIzNtTadsbOdLzvl16JiUal+Ciwq1SnIGoA2nazObLw4AsqvRcWiUrwI1aFFRREZ61mbzljZORvld1pRcSm0g4BFpR0uckSiTSeHD9ush4Dya1Gpx4U9/z8CFpWxS0GbztjZzped8mtRma8GmsvYotIcJacGpE3nVOM2Vh0B5deiUp0SB2BRGbsGtOmMne182Sm/FpX5aqC5jC0qzVFyakDadE41bmPVEVB+LSrVKXEAFpWxa0CbztjZzped8mtRma8GmsvYotIcJacGpE3nVOM2Vh0B5deiUp0SB2BRGbsGtOmMne182Sm/FpX5aqC5jC0qzVFyakDadE41bmPVEVB+LSrVKXEAFpWxa0CbztjZzped8mtRma8GmsvYotIcJacGpE3nVOM2Vh0B5deiUp0SB2BRGbsGtOmMne182Sm/FpX5aqC5jC0qzVFyakDadE41bmPVEVB+LSrVKXEAFpWxa0CbztjZzped8mtRma8GmsvYotIcJacGpE3nVOM2Vh0B5deiUp0SB2BRGbsGtOmMne182Sm/FpX5aqC5jC0qzVFyakDadE41bmPVEVB+LSrVKXEAFpWxa0CbztjZzped8mtRma8GmsvYotIcJacGpE3nVOM2Vh0B5feRqMQB948xKF0DUZj+MQaugT5rgJXtSlR4wvdGwAgYASNgBI4iYFE5ipjXGwEjYASMwCoCFpVVaDxhBIyAETACRxGwqBxFzOuNgBEwAkZgFYH/Almj+qlGve9pAAAAAElFTkSuQmCC[/img][/left][br]What percentage of people receiving treatment 1 had improved health?[br]
What percentage of people receiving treatment 2 had improved health?[br]
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[/img][/left]Which value could go in the blank cell so that the percentage of only children that have no pets is 37.5%?
[size=150]The two-way table summarizes the results from the survey.[/size][br][br][left][img]data:image/png;base64,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[/img][br][/left][br]Which season is the least popular in this group?[br]
How many more people have allergies than people without allergies in this group?[br]
How many people were surveyed in this group?[br]
[size=150]Complete the two-way table so it has the characteristics listed.[br][list][*]150 people responded to the survey.[/*][*]70% of the responders do not pay attention to fashion.[/*][*]33 of the responders who prefer neutral decorations also do not pay attention to fashion.[/*][*]20 of the responders who pay attention to fashion also prefer colorful decorations in their home.[/*][/list][/size]