Choose 2 of these people to join your bowling team. Explain your reasoning.[br][br][table][tr][td]Person A[br][list][*]mean: 118.96[/*][*]median: 111[/*][*]standard deviation: 32.96[/*][*]interquartile range: 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[/img][/td][/tr][tr][td]Person B[br][list][*]mean: 131.08[/*][*]median: 129[/*][*]standard deviation: 8.64[/*][*]interquartile range: 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[/img][/td][/tr][tr][td]Person C[br][list][*]mean: 133.92[/*][*]median: 145[/*][*]standard deviation: 45.04[/*][*]interquartile range: 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[/img][/td][/tr][tr][td]Person D[br][list][*]mean: 116.56[/*][*]median: 103[/*][*]standard deviation: 56.22[/*][*]interquartile range: 31.5[/*][/list][/td][td][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcIAAADSCAYAAADZucBqAAAgAElEQVR4Ae2dCZhUxbm/+d/k3huN1yxm0ZgYIyoqiUE0iUEiahRxBwUXEJVFRI24ACqCURDjAmGTyKaIIKAosoMgKIsgMMCwirKvsg37vn7/5y2s5szW3aenZ7pn5vc9z0x316lzTtV76tSvlnO+KmMyERABERABESjFBMqU4rwr6yIgAiIgAiJgEkIVAhEQAREQgVJNQEJYqi+/Mi8CIiACIiAhVBkQAREQAREo1QRiCuHs2bPtvPPOs7feeisXqHLlytnQoUNzhStABERABERABIoLgahCuH//fuvSpYs9+uij1q9fv2x5at68uT355JM2atSobOH6IQIiIAIiIALFiUBUIfQZ6d69u/Xu3dv/tEGDBtlrr71m06dPt8GDB0fC/Zc9e/ZYVlaWbdu2zbZu3Rr5I+zAgQM+mj5FQAREQAREIOUE4hLCN954IyKE3377rTVr1swlfNasWTZhwoRcmcjIyHA9yGHDhtk111xjdevWtY8//tj69+9vy5YtyxVfASIgAiIgAiKQKgKhhbBp06ZWpkwZK1u2rJ122mnue2ZmZr7pr1+/vnXq1Cnf7dogAiIgAiIgAqkkEJcQtmvXzrp165YrnV988YWNGTMmV3gw4IEHHrAOHToEg/RdBERABERABNKGQFxCuHjxYlu6dGmuRK9fv95Wr16dKzwYICEM0tB3ERABERCBdCMQlxAWJNESwoLQ074iIAIiIAKFTUBCWNiEdXwREAEREIG0JiAhTOvLo8SJgAiIgAgUNgEJYWET1vFFQAREQATSmkBcQsh7gbw/6I3fTzzxhA0YMMAH5fupOcJ80WiDCIiACIhAGhCIKYS8TM87g170Nm3aZE899ZRNnTrVcLPWqlWrqNmQEEbFo40iIAIiIAIpJhBVCPft22dTpkyxzp072zvvvJMrqZMnT3ZeY3JtCAQ0bNjQEFOZCIiACIiACKQjgahC6BPctWvXiIs1wqZNm2a1atVy7tOWLFnio0U+GTodMmSIff755y5OvXr1bPz48c7NWl7xIzvqiwiIgAiIgAgUMYG4hDDoa5T04VR7zZo1rqeHH9GcxvDp8uXLnbPtmjVrWsuWLW3z5s3Oz+j27dtzRtdvERABERABEUgZgbiEkKHRvNYjZGWJqlWr2tGjR/PNgHyN5otGG0RABERABNKAQFxCyDJMffv2dcn95JNP3LAo/kNvu+0269GjR9Rs6GGZqHi0UQREQAREIMUE4hLCjRs32pYtWyJJZfmlsWPHGr5GY5mEMBYhbRcBERABEUglgbiEsCAJlBAWhJ72FQEREAERKGwCEsLCJqzji4AIiIAIpDUBCWFaXx4lTgREQAREoLAJxC2Ex44dy5aWgwcPZvud3w8NjeZHRuEiIAIiIALpQCCmECJ4TZo0MVajx/A289xzz1mbNm2scePGtnbt2qj5kBBGxaONIiACIiACKSYQVQgRvYcffthuvPFGe/fdd11S9+7d69yu8VJ97969rUWLFlGzgFeZjh07Ro2jjSIgAiIgAiKQKgJRhdC/KN+rV69sLtZ8YidMmGBPP/20/xn5REB37drlft977732yiuvuO+ExTukGjmYvoiACIiACIhAIRKIKoT+vDldrPnwq666yninMKdNnDjRCefgwYOtcuXKdvfdd9uHH37ovNPMnz8/Z3T9FgEREAEREIGUEUhYCJn7W7x4ccyEN2jQwK1eETOiIoiACIiACIhACgjEJYTM8fXs2dMlj+FSHp557733nPPtDRs2RE22HpaJikcbRUAEREAEUkwgLiH8+OOPbfTo0S6pPD1asWJFu/XWW61atWpWp06dqFmQEEbFo40iIAIiIAIpJhCXEBYkjRLCgtDTviIgAiIgAoVNQEJY2IR1fBEQAREQgbQmICFM68ujxImACIiACBQ2AQlhYRPW8UVABERABNKaQFxCiBeZQ4cOZcsIL83v378/W1hePzRHmBcVhYmACIiACKQLgZhCyBOjZcuWzeZZZtKkSVapUiVr2LBhzHxICGMiUgQREAEREIEUEogqhPT6PvroI2vZsmXE1yg9w4EDB7r3CB955JGYSdcL9TERKYIIiIAIiEAKCUQVQp+uN998M1uPkPDMzEx78MEHfZRsn7xkjyu1NWvWWPXq1a158+a2YsUKW7BggW3fvj1bXP0QAREQAREQgVQSiEsI8/I1OnPmzHyFcMmSJTZu3DgjTtWqVd0KFtOmTbPx48dbLE80qYShc4uACIiACJQ+AoUihEGMzCN26dIlGKTvIiACIiACIpA2BOISwtdff90YHg3a1KlTrXbt2sGgPL/rYZk8sShQBERABEQgTQjEJYQMZ27atClbknfv3m3Lli3LFpbXDwlhXlQUJgIiIAIikC4E4hLCgiRWQlgQetpXBERABESgsAlICAubsI4vAiIgAiKQ1gQkhGl9eZQ4ERABERCBwiYgISxswjq+CIiACIhAWhOISwjfeecd906gzwkPzjD317VrVx+U76fmCPNFow0iIAIiIAJpQCCqEB47dsxatGhh5cqVs379+rnkbtu2zSpXruw8y7Rr1855jYmWDwlhNDraJgIiIAIikGoCUYXwwIEDtmrVKuvevXvExdpXX31lderUceneuXOn3X777Xb06NF884EbNjzTyERABERABEQgHQlEFUKf4KCLtYULF9q9997rNiGUt912mx0+fNhHdZ+sTtGnTx8bMmSI6z3ec889znl37969nb/RbJH1QwREQAREQARSSCC0EOI4+84773RJZj3CG264IZcQ8rJ9VlaW6ynifaZt27Z28OBBF8aKFjIREAEREAERSBcCcQlhp06drFevXi7N69evN5ZWwugdxlqTsF69etaxY8d0ya/SIQIiIAIiIALZCMQlhB988IENHz48siN+R+vXr281a9Y0fI5GMz0sE42OtomACIiACKSaQFxCyBxgznlAeoa7du2KmX4JYUxEiiACIiACIpBCAnEJYUHSJyEsCD3tKwIiIAIiUNgEJISFTVjHFwEREAERSGsCEsK0vjxKnAiIgAiIQGETSFgIedFec4SFfXl0fBEQAREQgcImkJAQvvLKK87XKE+NZmRkRE2j5gij4tFGERABERCBFBMILYSLFy+2GjVquGTzcj3vCUYzXrPgPUSZCIiACIiACKQjgdBCyEv0d999t8vLoUOHrGrVqnbkyJFsecMx97p162zv3r1211132QsvvGD4JSUMrzMyERABERABEUgXAqGFEHGrXr26PfbYY4YP0SuuuCJXXqZNm2YDBw60MWPGWJUqVaxu3bo2cuRIGzBggOG0WyYCIiACIiAC6UIgtBD6hONL9Ouvv7YmTZr4oDw/ccGm1SfyRKNAERABERCBNCAQWggZBsWB9pYtW+zmm2+2QYMGRc2GHpaJikcbRUAEREAEUkwgtBCy9BKL9fIQzJIlS2ImX0IYE5EiiIAIiIAIpJBAaCEMm1YJYVhiii8CIiACIlCUBCSERUlb5xIBERABEUg7AhLCtLskSpAIiIAIiEBREpAQFiVtnUsEREAERCDtCCQkhN9++60NGzbMJk6caHv27ImaKc0RRsWjjSIgAiIgAikmEFoI8RCDZ5kuXbrYU0895bzGRMuDhDAaHW0TAREQARFINYHQQkhv8P7773fpXrRokTVo0CBqHtjeuXPnqHG0UQREQAREQARSRSC0EJLQl156ya6++mqrWLGi4Xs0p+FGbezYsTZjxgzni7Rx48aG27Vx48Y5f6M54+u3CIiACIiACKSKQGgh3LFjhz344IP26aefWuvWra1p06a50k6vEYFcv369W6nimWeesdWrVxs9yO3bt+eKrwAREAEREAERSBWB0EI4b948t6KET/D1119vrEKRn2kZpvzIKFwEREAERCAdCIQWQnp0t9xyizVv3twtztumTZuo+dDDMlHxaKMIiIAIiECKCYQWQtLLUkwMf27YsMGOHTsWNQsSwqh4tFEEREAERCDFBBISwjBplhCGoaW4IiACIiACRU1AQljUxHU+ERABERCBtCIgIUyry6HEiIAIiIAIFDUBCWFRE9f5REAEREAE0opAaCGcMmWKe5meJ0dZof6OO+6ImiHNEUbFo40iIAIiIAIpJhBaCPft2+dejt+8ebONGTPGvUIRLQ8Swmh0tE0EREAERCDVBEILYTDBLVu2tPfffz8YlOt7w4YNnYPuXBsUIAIiIAIiIAJpQCBhITxy5IhVqVIlzyzgfu3NN9+0/v372+WXX241a9a0vn37WteuXW3OnDl57qNAERABERABEUgFgYSFEI8y7du3zzPNuFw7cOCA28ZKFa+//rr7ThgCKhMBERABERCBdCGQkBBu27bNLrroorjyUK9ePevYsWNccRVJBERABERABIqaQEJCOH78eOvdu3dcadXDMnFhUiQREAEREIEUEUhICA8fPhx3ciWEcaNSRBEQAREQgRQQSEgIw6RTQhiGluKKgAiIgAgUNQEJYVET1/lEQAREQATSioCEMK0uhxIjAiIgAiJQ1AQSFsItW7bYJ598YsuWLYuaZg2NRsWjjSIgAiIgAikmkJAQfvnll3bVVVdZp06dbNKkSVGzICGMikcbRUAEREAEUkwgtBDu2rXLqlevbgcPHowr6Q0aNLDOnTvHFVeRREAEREAERKCoCYQWwuXLl1ulSpXstddeszp16tiCBQtypXnNmjU2f/58W7t2rRPNp59+2lauXOnCGFKViYAIiIAIiEC6EAgthF9//bWde+65zoXaN998YzfddJMdO3YsW34QwbFjx9qMGTOsatWq9tBDD9m0adPcnCKCKBMBERABERCBdCEQWgiXLl1qjRs3jqS/WrVqhm/R/EyrT+RHRuEiIAIiIALpQCC0EOJVplGjRs7FWocOHaxJkyZR86GHZaLi0UYREAEREIEUEwgthD69ffr0sQEDBvif+X5KCPNFow0iIAIiIAJpQCBhIYw37RLCeEkpngiIgAiIQCoISAhTQV3nFAEREAERSBsCEsK0uRRKiAiIgAiIQCoISAhTQV3nFAEREAERSBsCoYWQp0a7du1qLVq0sGbNmtm8efOiZkZzhFHxaKMIiIAIiECKCYQWwt27d1uNGjVs0KBBxkr1GzdujJqFevXqGa9ZyERABERABEQgHQmEFsKtW7e6dwdxrbZv376Yeapfv7517NgxZrzSEiGnF57Skm/lUwREQATSlUBoIcTpNsOivEh/3333uZ5hzsyxOsXAgQNt9OjRduWVV1rdunVtxIgR7r1D3LKVVhuyYptdPWSRVR32VUJ/1w37ymqM/saO5nBpV1p5Kt8iIAIikAwCoYUweFJ6haxEkdMYPs3KyrIjR45Y7dq1rW3bts43KQ639+/fnzN6qflde9xSK//BInt46rfWcMq60H+Npqy3Mp2/tE378ndpV2pgKqMiIAIikCQCoYUQv6I7duxwp581a5bVqlUralI0NHoCzwPjl9lVI5bav+ZvtRcyt4T6ezEzy16am2Xf7zZTQngCqb6JgAiIQIEJhBbCzZs324033mjXXnut6+0hhtFMT42eoPPAhGVWZfgSJ2jPz9liYf9ezNwiITyBU99EQAREICkEQgth2LNKCE8QkxCeYKFvIiACIpAuBCSERXglJIRFCFunEgEREIE4CUgI4wSVjGgSwmRQ1DFEQAREILkEJITJ5Rn1aBLCqHi0UQREQARSQkBCWITYJYRFCFunEgEREIE4CRRICK+//nqbPHly1FPpYZkTeCSEJ1jomwiIgAikC4GEhbB9+/bOs8zIkSOj5gVfo3KxdhxR/SS9PrF1/+GozLVRBERABEQgfgIJCeHYsWOtVatWhiu1wYMH5zrbgQMHbM+ePS4c92qvvvqq+04YL+QXV9tx4LBt23/YtvEZ8g8fo3iW4YV6XowP+w4h8XmP8H+6z7Svt++zXQePhE6DS/P+w3bgyNHiegmUbhEQARFIOoHQQohXmUceecQlZPr06YYo5rQpU6ZYnz59bMiQIVa5cmW755577KOPPnJhixcvzhm9WPz+bO0OK9N+iv1vj4yE/k7uOcvKdJ1uN45ZnrAQts7caqf2yrD/6Z5hP+gZPh0/IA1vTLdy/ecWC+ZKpAiIgAgUBYHQQti8eXM7/fTTjbk/RK58+fK2fPnyfNNaUlysDV621X7dd57903mE2WytZof7azsvyy4etNCqjlpWACHMsh/2zLDHp29w6QibBty6PTBprZ3ZZ06+10sbREAERKC0EQgthEFAkyZNslGjRgWDcn0vKesRDl6+1c7qN99enJvlRAhBDPOHf9GLBy2y60YlPjTaOnOLndwjw56csdENk4Y5P3Fbz82yepPX2lnvZua6TgoQAREQgdJKoEBCuGjRIsvMjF6plpSnRj92QjjPXshMbH7v5XnJFUJ6d2HnGXHcXW+ShLC03uzKtwiIQN4ECiSEeR8ye6iE8LhgSQizlwv9EgEREIF0ISAhjPNKqEcYJyhFEwEREIFiRkBCGOcFkxDGCUrRREAERKCYEZAQxnnBJIRxglI0ERABEShmBBISwm+++cYGDBhgX3zxRczsao5Qc4QxC4kiiIAIiEAKCYQWwg0bNtj9999vn332mT388MPWtm3bqMmXEEoIoxYQbRQBERCBFBMILYTB9OJwu06dOsGgXN8bNGhgXbp0yRVe3ALGrdlhZ/XT6xPF7bopvSIgAiIQi0BCQrhixQpr0qSJ1axZ01auXJnrHAsXLnQ9xjlz5li1atWcS7aMjAybMGGCrV69Olf8WAEDl2bZveOWWf0JyxP6a/jZcmv0+QprkOD+D32+wqoMWWQXvb8wxe8RZtkPe2TYEzM2WqLvEeJZ5rd6oT5WkdN2ERCBUkQgISHcuXOnIYb4HH388cdz4Vq1apUhgsS59dZbrVmzZrZ06VKbPXu2bdq0KVf86AHH7Kw+c+y8AfOtwodf2R8Hhftjn7L9Fzg/n27fBI5xyUeL7cx359rFHyySEEa/WNoqAiIgAsWOQEJC6HO5a9cuq169uh09mv9qBgyNdu7c2e+S0GfZfpn2TMYmw01Z23nh/l5dsM0em7bBfvXuHLfvywkc4/WF2+zO8SvtgoELUiyEJ1ysJdojlGeZhIqgdhIBESjBBEIL4dSpU+3555+30aNHWzxrDSbjYRmE8IkvNyQ4HLjFHpqy3k7vM8een33cP2hY12Rt5mZZjXErJIQl+EZQ1kRABEovgdBCuHfvXjf/N3ToUGMuMJZJCPXUaKwyou0iIAIikEoCoYUwbGIlhBLCsGVG8UVABESgKAlICN36gsfFKr8hUw2NFmWR1LlEQAREoGgJSAglhEVb4nQ2ERABEUgzAhJCCWGaFUklRwREQASKlkBoITx06JB169bNGjVqZM8995xt27Ytaoo1R6g5wqgFRBtFQAREIMUEQgvh7t27bcSIEcZL8x07drQWLVpEzQKvWHTo0CFqnFgb9frEcTFtnZmc9wh/2zczFnJtFwEREIFSQyC0EAbJjB8/3po2bRoMct8PHz5s9BwxeoTt2rVz3wmL9vK9i5THv7J9M+3J6Rvsn3EMY+Z84OXFzC3WqMS8R1hwF2v1Jq+137ybadsOHLJVuw6k5G/lzgO2dveBPK60gkRABEoiAeqalQnWNyt27ret+4/rSWGxKZAQ1qpVyyZOnJgrbaxM0atXLxs0aJBVqlTJ7rrrLhs4cKD16NHD5s6dmyt+rIBz+2baUzMKJoRnFPCF+tvT4oX6rXZKAX2NPjhlnf1v95n2k14z7UcJ/v3s7Qw7vfcs+3GC+/9fzxn26z6zbcK6HbEuvbaLgAgUcwKDl2XZaW9l2Kk9E6tzTuo+w24Ysdj2Hs7fg1lBESUshPXr17fevXvHPH9Shkb7Hvcsox7h8aHRgjjdbjB5nZ3We461mZdlreZssVazw/21nptlN3+ywsp9524ukWO8NG+rnTtgvnVbuCFm+VEEERCB4k3ghRlr7Y+DFhv3fdj6hhG+5hmbrMbY5bZl/+FCA5GQED777LOuhxdPqpIihHKxZhSIZMwROiF8e47hc5WGRdi/l+Zm2W1jV9hF7y+w1plZoffnfPiMxW9rz0Ub4ylCiiMCIlCMCbTJWGeXfrTYXp6XWJ3z7KxNVmvcCstKJyHEtVqZMmXs7LPPtjPOOMMqVKgQ9RLpqdH0emrUC2HbeVlOXHPOqcb6jXOBW78TwhczEzsGN4SEMOpto40iUGIIvPSdELJgQqz6Ja/tLLhQM92EMOzVkRBKCHMWbglh2LtI8UWg+BKQEH731Khen9jihgUuHrTIrhu11BhezCkO8fxO5tCoeoTFt2JRykWgOBGQEEoII4JHL0hCeKJ3rKHR4lSVKa0ikDgBCaGEUEKYx7ufGhpNvFLRniJQ3AiUeCGM5+V4zRGe6AWpR3iChXqExa06U3pFIDECJVYIMzIy7KabbjLeJYxlEsITlb+E8AQLCWGsO0fbRaBkECiRQoibNLzE9OzZ0x599NGYVwqx7NSpU8x40SLI1+hxAdHDMtFKibaJgAikI4ESKYQedGZmpj344IP+Z7bPrKwsW7FihVuZombNmtaqVSvbvHmzC9u1a1e2uPH8kBBKCOMpJ4ojAiKQfgRKtBDOnDkzXyGcN2+eDRs2zCZNmmTXXHONG0KdMGGCDR8+3K1aEfZSSQglhGHLjOKLgAikB4FSK4RB/A0aNLDOnTsHg0J/lxBKCEMXGu0gAiKQFgRKtBBOnTrVateuHRO0HpY5LmJ6j/A4BxwH6PWJmLeNIohAiSFQooVw586d9tVXX8W8WBJCCWFOrzkSwpi3jSKIQIkhUKKFMN6rJCGUEEoI471bFE8ESh4BCaE8y8izjDzLlLyaTTkSgRAEJIQSQgmhhDBElaGoIlDyCEgIJYQSQglhyavZlCMRCEGgxArhnj17rHXr1tavX7+YODRHqDlCzRHGvE0UQQRKLIESKYR79+61W265xcaNG2cvv/yy+4t2BSWEEkIJYbQ7RNtEoGQTKJFCuHjxYrvnnnvcldu+fbvdfffdFm0VCtyw9erVq0BX+vyhq6zF4oP22spj9sqKo6H+Xl91zJos2G+/GrzCXllxzF5N4BjtV5vdNWOHlR+5zl5bZfbqivDp6LTG7JIx39qNU7bav1dbqDyQZ9LdbtUx+2H/pdbim0MJsWD/R+fvs58NWmEd1pCG8Pkg7TW/3GF/GL3O2iXIouMas/Kj1tnADYcLVC60swiIQPoT6LB0n/1l3Mbv6pxw9Tf13ovLjtg907bY1oNHCy2zZcIeeeHChXbvvfe63Q4cOGC33XabHT6cvUIbPHiwvfjii/bvf//b/vrXv9pJJ51kZcuWtbPOOssqVKhgVapUsSuvvDLmX5UrrzT+TrnwUjv5osvs/xL8++GFl9l/nXeJnZrg/pz3pAsus/8+v6KdWj6xdJxa/k9u/x9cUDHhdHDu/3feJXbKhYmlgXxEWJT/U8I8T7rgUvt+AVl8/7yK9tPfX2a/ueTPdmYF/YmBykBJLANnXfJn+/FFBas7Tzq/gp1x7R22YdvOsHIVd/zQQrhgwQKrU6eOO8G+ffvsxhtvzCWEa9euNQST3iPOt7t16+ZWq+jRo4f179/fhg4dakOGDIn7b/TwocbfqGGJ/bHvmOHDEt6f8x4/RmLn9+keU8B8cBzyUVJYjBw21IYP1Z8YqAyU5DJwvN5KvO4cOXSIfTp6pB08sD9uYQsbMbQQrlq1KtIjXLZsmd15551hz6n4IiACIiACIpA2BEILISnHiXajRo2MJZYmT56cNplRQkRABERABEQgLIGEhJCTLFmyxK0xGPaEii8CIiACIiAC6UQgYSFMp0woLSIgAiIgAiKQKAEJYaLktJ8IiIAIiECJICAhLBGXUZkQAREQARFIlEChCOGXX35pjz76qHuXkHULeeGeB2weeeQR69OnT6JpDbXfxx9/bM2aNbPHHnvMNmzY4PadO3euPf744y4dWVlZoY4XJvKhQ4fsX//6l3344YeR3WDyzDPPONd0GzdudOHffPONtWjRwp599lnjCdxk2xdffGEPPfRQ5LCsH0m6GjdubB999FEk/M0337QmTZrYwIEDI2HJ+nLkyBGX5zFjxuQ65NNPP22ffPKJC+e1nCeeeMLxWL16da64BQ2YOHGiK5PB47C4NCzatWtnvjzw7ivM4nEfGDxWvN8pA1wXb3ChjMJi6dKlLpgnsxs2bOiuyebNm33UpHxOmTLFXnnlFcPRBd8xXCYSRjqGDx8eOU/37t3dQ3EffPBBJCwZX7Zs2WLvvPOOy98LL7zgXr86ePCgcR44cI+SJoxnEXgwj/L57bffJuP0kWNQJnjf+R//+EeEhd+YkZHhtvH72LFj9tZbbzk+77//vo+SlE9YdO3a1dVJuK3kXBjOSkjbk08+adRb2KJFi9w90rRpU9u2bZsLS9Y/HnqkbFJvT5o0yR12/fr1xvVp3ry5DRgwwIXxzjh1OWWFV+CSaf58XH/qRG+ff/65K68tW7aMOG+ZPn26u0+Ju3XrVh814c+kC+Hs2bPt9ttvd+8R+sqFCrZevXpOkHjSNDMzM+EEx7Pjjh07rHLlyoY7OM51+eWXu90uvvhiVwkBtnr16vEcKnQcbuDnnnvOHb9NmzZufzjUqFHD5syZ4xoCFGSsVq1axs1IZXjTTTeFPle0HTguXn/Kly8fiTZz5kyXf26+a6+91r3jyQ1/6623uhurQYMG7h3PyA4F/MLNTEGlPHTp0iXb0SZMmGA/+clPIjdYpUqVbMaMGUZ4tWrVssUt6A8q/Jtvvtk5c/DHooLlPLNmzYpUup9++qlzEOGF6LPPPvPRC/xJ4wgWsOZdWgzh47qzbdiwYXbHHXe48Kuuusq4j0hPssvF2LFj3b1J5QqT3bt329tvv+3KLPmGCWyoDCl4vq4AAA+zSURBVOvXr+/KCO8NJ5MFDR3yy31KmXv33XedGPJ+8aZNm6xTp07m7xHKBe8kc8/ihCOZRiMMcaHcwZ7y6o37pm7duu4n9RfXjoqa+5hrkyyDBYJCgwd3lL6jwPvZffv2dfcl72tjl156qatDEIG///3vyUqCO87o0aNt3rx5rj6ibty/f78Twf/85z+ufFIuuDZ4CXv44YeNxjzxKCvJMq4F5Q6Rp1FAAxX705/+ZF9//bVjQ2MZu+iiiwwOpNt7OnMbEvyXdCGkRcfFpLL1So0w+BuJG4BWRmEbBWXNmjVOZJ566il301EJeeP9R8An23yLDl+szz//vDv8tGnTXMvOn+svf/mLu+lo6Xr77W9/678m5ZNe+K5du1xll9cBaZhQuNq2bWsjRoxwUahsaP0lyzwLWtEdO3aMHJaWPZUrPVG2LV++3FW6PsLVV18dKTs+rCCfpIPGyHXXXRc5DKMF9Eooo77XRd4RYowbjLKcbKNioYLDGC2hTHKv0EPnxg+6MCQOnpn8iEay00JDiYYbnzi+wEgDvUJa35QHjJ4aIwmFYfSGEL6g0WCjZ7Jy5Uq77777IpvwSAWrZBujFpzHlwN6YYwoMVqA/fOf/4yMXOAUhHJbGAYHRiJokNBIoZfsR4oIC9ZfNAoKo1x4t5kIIT0/Rki4RxhBYBs9NUZSsN69e7s4yWRBvYXHMjoRNJCom1q1ahU5xTXXXOPqbd9oZMNdd91VYEFOuhDecMMNrgAx1MJ3CjOVzvjx411mqGj4XdiGQ/A//vGPduqpp7pT+dacPy/DXwzHFZaNHDkyIoTknaEEb4geFR5DEd5wVTd//nz/MymfVHJ59a6odGmJY7R6fQuXHqtvcSUlAd8dhIrfCyEF/f7773dbuJFoDdOq9GFsoJAjjsk0bmJuIm/0uhgSo+Kn10VFQ+VPLwzjmvmGjN8nGZ9w8ELI8WDw61//2rkfZASDa8AUgjcc3FN2k21Ucj5/cKF3hiHUVPT0yGhxYwghQ/jJNvJF48T3eDg+lSBh9D6oK4L3CA0kP0yYzLQgdF7oR40a5Sp30uGnFRimZloBo4FEuUm20cPyDTVGiBixwSMXAkRdSqMkWC5oKNBgSLbBgboTo9FBz/iKK66IiBH1hh/aJ53JLhd0mOik/P73v3dpoOy1b98+kk3qBnquiJ83rhON+oJY0oWQXo7vaXXo0MENA6HuvkdIQSqMyjYIgaEUehz0BJiHQ2RoWTFE5410Jlt4/LH5DAohLSh6pd4uvPBC1/33LU7CzznnHL85aZ8Me+UUQgpRsCdKr4cCjTGEyA2WbAsKIRUwLXtGDRhaoSXO+Rlu8UaF4FvnPqygnwy3BIWwdu3a5uciSUvPnj1dy9/3ghhCLIwGW1AIGSmgosMoi4xiUF6DLBgiW7duXUGzn21/5v7o9XhjuI+GAMY9S0OJCs47y2Cum5GDZBvXg/IYNKZOGDXCGLZmSNIb4pDsRgF5femll/wp7Gc/+5m9+uqrTgwYihw0aJAbNvYNJEYRcvZgIzsX4AuVv2+Qkv9gwxkhYhtTKd7oMfo5ZR9W0E/mAYN1A40hho8ZumeYnGkm6gvKLUavOciuoOdnf+psGoQ0wvBpTY+QXqk36nIaQ0GPZtT1aSeEVCi+oFDRU8lRmHzrk4vpJ2N95pL9SaH1PQw/X8g5LrnkEtfKoQJk7qEwjcLsJ3xp3VLxMpRBOC1MzF9AKkHGwZNtDI0GK39akAgjvVFuIlriiLTvHSLWDEck2+j1+PF+euHvvfee62VQmLnBGCpl2AdOsKAnn2xjaJR5Y2+kiXkIjOvEPBAVv+8F8HBGsOfm9yvoJxw4N8YQpG8MMRSFU3rsz3/+sxs2ZbiyXLlyLixZ/+hdUAaYNvCVBz0PKn8qPEYIuAY05LxYwsSLUzLSgS9inPDT60bkEWGGARnuo6FEI8gP1XLPUi4oI8m+R6irmCJAXD0LrjllgQbLZZdd5nqAjFownUMlzX3sR7eSwYLhce5RBJl0wIPrwIgF9y/Dkn/729/cqSpWrOh+M8rmn3tIRho4BvlFcGkwwoLhYtjwrAFGb5RGIg0Bfy8jxsnslXKNyS8P5CCyXvhpkMCEEQJGGTF6jKSVhhSNxYJa0nuEXFi617Qs+AQoGaMg0fpnGILhscI2Wi70bqjk/cWkx0NBJiyZFzCvvNCi8RPfbKcnTHroAfiHhbiIDLNQ4PxwQ17HSjQMoWO4zxuFmSEFPqnw/A1N5cj1QhAYEkq20TChYOc0hqF8owhe9ITotfOEbbKNSiU450fFSy+HiXZ6QeSbio4n9RBn5rWJk2yDg+9dcG/wEBHlguuB+GCw4F5h7g5RSqbRG6e8wZqGGKM3lBPyzX3B05EYwkxrHxaIJGlNliE09PppbHB8RowYEqZHTGOMdHCtqCfoCcGGtHpxTFY6OB8saIxQLyAw3phWQJQx8g4D4tI7SWb9RUeBRiAsOD7nwWh40AAhbb6u4sE2ygV/vvfoIifhH6LDwzqcj3uC+4WGIfPmdCpIF/cH9wRlhTD/MGASTu8OQX1EJ4EywT3hR4WYNyWMfCOUGHEpE6SDslNQS7oQ+gTlVVjyCvPxC+OT83Hx0sXSKS05mSSzost57HT+nVe+i7qc5pWGVJSVvPKdV1g6X8/CTFtRs0hFGciLX17ls7BYcNy8zlfYLApNCPMCqjAREAEREAERSDcCEsJ0uyJKjwiIgAiIQJESkBAWKW6dTAREQAREIN0ISAjT7YooPSIgAiIgAkVKQEJYpLh1MhEQAREQgXQjICFMtyui9IiACIiACBQpAQlhkeLWyXBV5f15JosG7xt5Jw68D+hX90jW8dPhOLwAj7cXnBGUROPx+Lwemy+JeVWe0o+AhDD9rkmJThHuvXCdlEzDe9CPfvQjd0i8pHiPPsk8RyqPhZ9UXH/hoakw/eOmKo+4TsN7Cn4k8aqDwwccc8hEoKgISAiLirTO4wj4dej4EfTkEcQTDKeH571JECfn6gP0Bqk0zzzzTHcI4nt/lL4yZZ+8PPXjVQVvJbj88kuGBdOBwOJuimMGDZdf+AQNGp44gulmmz8/rqDo0XnDjRaeW4KGJxPOhZ/FnIbnDNzOkQ68NHnL6WsyuC/+doPGfpwD8w6kg9v5jquz4PHxVYvRW/OrIPAbh+i4w8pp3sewDw/mEbd++Rnuwvy6lDDEY0hOH7n57atwEUgGAQlhMijqGHETYC0+fEbiXxF3X+eee67zI8gBcDeFD0qcceN3E3dkVOj0FvA4gRDQM8JNH4Z7NvxT4vbJCyGOg9kfw20W/hlZXYJP72uU+AgLbsaocMuUKeN8n7qdvvtHz7JChQrO5Rt+Db3ja1w64ZGfytv7XMQ5N+uj4fOQ/PihWVyFXX/99W6bX7qHNTHxl4j/xNdff92djeFOjonDac4VFDEEljyefPLJzs0UgoR/WDjhjg5O3j8svjNZoYG8cd6gcUzi42OX88DRu3QjvSz3xEoXf/jDHyIrheAiEX+jhMGSxgJM6LnxyUoVGMxPP/10576P1V682zxcqf3ud79z7tRg8+Mf/9j5hwymi+/4uMzpYvCXv/xl0ofQc55Xv0XAE5AQehL6LBICVPqsvuEND/feIftvfvObyGoE9C4QN+aNEAJ6O/QaECJEB8MfqF8VwQshy7ZQ0WP4kgz6Q2QhYIwFYPFd6O2CCy7I1UNDUPwCuj7e4MGDczn4xechIusN58neCTA+JKtWreo3ubQGvfUjhvR2iUe68zN6iqxh6e3ss8+OiCU9WsQXg+33vvc9Hy3bJwKKSPnllhhiRcwwGL3xxhvuO7wRIYx51/PPP9995x9OwnP21OgdI96+R80nooghhEGn4fjOfO211yLH818QQr/ShQ9DlBlGl4lAURCQEBYFZZ0jQoCh0eAyQ1SAiA7e5X0F6iMjjFTMOATmARuEj/g4bGbejF4ZIsEQnBdC5tG813qWF0L0vCEgDIPi9JzKF2fTDNkFK2sfl6VeqOA5lh/ywyEx6Q8aPb3gkjn0WjkPxhBfcAUL0ktPjPUoSS/zmqSfIU7EFG/+3iF78Bw4W2YVBgzh+cUvfhHcbOedd54TInqGLFOTlzGUi/AGjd8MlyKyP/3pT126SRs9ZIwea3ApKvJGzxDh9Y0ElkrK2fuEGwJNTxFHzt5wAB9sCPjwvISQRkxJfTDI51uf6UNAQpg+16JUpIQVOYK9MXoZvgdFZeyNeanTTjvN/WRFBIYZeciG+TaGJFmwlZ4cFpwjzCmE9OK8Ucn7eTwqXypwVt1AEPMzenxU/AgmFbkfzvTxSRurBnhjXs330Fg1IViZMySc3/wc+48bN84Qf7/agD9mUAhJ689//nO/yc3fsbAv9vbbb0fWN4xE+O4Lix8He+IEM+RJIwIB9mvMBfej9xYUQr+N+UF6hqwog+D5ZYL8doZDaXAglvTgvfHUq+/B+zA+uRbB8/s8IvoyESgKAhLCoqCsc0QIIAz0OPwDMPQeEC+MCtHPu7EEjl+XEPFCxHzPg0qTOTO/qC29Qy+aDMf5OUIqeH9sjn/GGWdEhPCUU05xS7mw5BE9nZwWXDCWHtOMGTPcH5W8HwZk3pC0cVwqfgyx9osws95icCkull+iR+iHJ8kHPeHguZg7Za40aJwbTt6YY/Q9K8SP+UWMoUSWqsnLGBplaJhFdjFEzq9VSS83ODwME4w5wuDCuOTbP/RDvuCLsW6fPy49YN9AYd1FepDeWNKHJXxyGk+Kct2Yq3z//ffdtczZ4Mi5j36LQDIJSAiTSVPHikmAdRkRJ4Y3EbfgPBDDoKzBxxwVvangU5D0Gpl/w+gx8AAMPSWMHiHDkBi9KnqLGL2Z4DuLzDvRy2CNPypxRIs/eqIIStDat29v9LT48+8osh3xQqAZnuThFIwnUhGqc845J9ucZKtWrYw1F4NGD5ihWPLImmsYaxLy+1e/+pVbGzEYn+8Mzfr8+W3wIQ3w8sLKw0XBOVEfl0+GYMk/bNgv2FNjO2wZ0iUNfuiaoVYWbPXGEC4iR1p58MY/hcp2eNIgYDjaG3ml1+ita9eukfUOfRif5IGhYoZqWY8uGevLBY+v7yIQi4CEMBYhbS9xBJhTC/YCETTm/0qyMUfoe9glOZ/KmwgkQkBCmAg17VOsCdBT5ElNht+Y96Mn4ucOi3XGoiSeHqF/4CZKNG0SgVJJQEJYKi+7Ms3rA8xHjRgxolTAYDiZuUaZCIhAbgISwtxMFCICIiACIlCKCEgIS9HFVlZFQAREQARyE5AQ5maiEBEQAREQgVJEQEJYii62sioCIiACIpCbgIQwNxOFiIAIiIAIlCICEsJSdLGVVREQAREQgdwE/j9UoshAndUJXQAAAABJRU5ErkJggg==[/img][/td][/tr][/table]
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[/img][br]Which age group tends to take longer to run the marathon? Explain your reasoning.[br]
Which age group has more variable finish times? Explain your reasoning.[br]
How do you think finish times for a 20–29 age range will compare to these two distributions?
[list][*]Determine the best measure of center and measure of variability to use based on the shape of the distribution.[/*][*]Determine which set has the greatest measure of center.[/*][*]Determine which set has the greatest measure of variability.[/*][*]Be prepared to explain your reasoning.[/*][/list][br][table][tr][td]1a[br][img]data:image/png;base64,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[/img][/td][td]1b[br][img]data:image/png;base64,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[/img][/td][/tr][/table]
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[/img][/td][td]2b[br][img]data:image/png;base64,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[/img][/td][/tr][/table]
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[/img][br][/td][/tr][/table]
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[/img][/td][td]4b[br][img]data:image/png;base64,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[/img][/td][/tr][/table]
[table][tr][td]5a[br][img]data:image/png;base64,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[/img][/td][td]5b[br][img]data:image/png;base64,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[/img][/td][/tr][/table]
[table][tr][td]6a[br]A political podcast has mostly reviews that[br]either love the podcast or hate it.[/td][td]6b[br]A cooking podcast has reviews that[br]neither hate nor love the podcast.[/td][/tr][/table]
[table][tr][td]7a[br]Stress testing concrete from site A[br]has all 12 samples break at [br]450 pounds per square inch (psi).[/td][td]7b[br]Stress testing concrete from site B[br]has samples break every 10 psi starting at[br]450 psi until the last core is broken at 560 psi. [br][/td][td]7c[br]Stress testing concrete from site C [br]has 6 samples break at 430 psi and [br]the other 6 break at 460 psi.[/td][/tr][/table]