IM 7.7.14 Practice: Surface Area of Right Prisms

Edge lengths are given in units. Find the surface area of prism in square units.
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[/img]
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iwQGw8FztOqRQshvm7QgIGa25kRH5R3OzkW00D+pkZk7F+2ZKla1RN+HO99GH2P9R0VGSktmzeXn1NYLEj2hwk+NCJLAIb9m/kIeG7uqZOnSKniJbTQRrPGjdWHRCVuN/rCUkKRmxrHNyt4WCK8D9TGFBP1j4ply6kYI/Fl+KACsaVGZPTfrBkzdUq9YP78ZE9PqT3SrPCBsvrqy2ZE5gtq9hu/IMA08qetW6VldHP1hXHTkVRNjJETkrz9cpFBPMjLFy9k6eIlkjtHDqlUvoIcOXJESdTfTUqNyCDUaVOmKJERppHcdv7ceS2EXKl8ea3Antx3PvaZEdnHELL9fkWA6QgkxVN43JgxKnSIJQaZbdm8Wf05vq5c+bWhIXAwcHzy5IkQ7oC/rH2bNnLhwgW/+suAKTUi++3tbyrNjUrH0lSJrJJUhMjMIguBkRfCl8A06u2vv2r0N+lFLaOjpVihwvokhtC4GUJpGplcVzKdZHp3+9ZtVezIDMLmnPjjCFgtlD+/PjwILvbntDY1Ivvj9z9k9syZ6iNDIy65jcpVVIgiyNmILDmE7DNHIOC5gc+ePSs/jh0rxQoXloJ58wkVtPfu2ZNiNLgjGu/HRkBiWJ3DhgzVhY2UouD9eMr3hzp08JDqs0VGRKjzncUVf22pERmEyapzyYji2vfe52T/saNHNdCZwFhf22VTS29k7b1fEcC5TTjA+nXrpHaNmprkHRlRXObMmqVVtzPDKvHrBWXgYPj+sEKJI/u+Zi31BWbgcOn6KQ+TWTNnan4qISD+jC9Ljcho5K4dO9VH17F9+yQBr1jhVLbKnyePhl+wEOLLZkTmC2r2mzQhwLSCaUOPrt20clGBvHmla6fOcuH8+bBUNL129arWtPzqiy9Vl4z3mbkxbRvYr7+uDDdp1DjDemietn+MyCBwXAlRkSXlyePHiciMhxzyQ/ly55ED+31Pdjci8/SG/fUbAlhh6GLNmTVbnfmoMtSv870sXbxYrbBQ94WlBOQvb97ozYo1SpZCRhOlUzpPSp9j/ZLz2LplKxWhHDZ4iK5iZtRf9jEiIxNg5fIVag0S9Hrv7l1d8GEhYt3atWqtEfkP0fraFiOylHrdPk83Ap5VspgDB6Rzh44a1FqudGnp37evnDxx4t1A/StwsVPpbnAm/4Cb9Le3bxUHyNzXmzYjzWbBZc+u3VKjalWV/WElEb9URtoCkTVr3ES+r5V80jjjggUGAnMJA+nTs6dMnjBRV1MRwyS9CR9eRtpgRJaRUWG/fY8AIRUM6BnTp0vNatU1QZj0GJ7EDOJwtcLeA+Sgf8hlXbZ0qcZ2RZWIlMOHD/ucGsRlkcTPyvPwocN0NTa5S6X/b926pXU5+/burQ86VEwmjB+vCx8ZtU6NyJJD3T5LMwII6d2/f19VF7p16SqotZYpFaXaWMSK4bzNyJM2zQ2xL6YZAfqDqf/QwYMly1dfq/LExYsX1W+Z5oMk+CJBrw8fPNRxwKJCShvn5buc+/r16/qAY+U2td+kdCzvz43IvBGx92lCgOnCm9ev5crlK5qCUr5MWZ1KNqxXT6VZXmdwupKmRrjsS4rZmzeC4gM3NCXsgrVBHvfu3ZOG9errSvLEH8crsdBGN25GZG7stSC2macqznwKzLLKhJM2x3fZJLJYhIweOVIr+ZgFlnwH4Ys6sP+AFkxBz8vXUIPkj57+T5nuYTXTdwXz5ZeVK1b4HMeV/rP79xdGZP7FM+SPRpI3y+kjhw+XfLlzv5ek2bd3b6ZFq7sVZOpYUtfyi88+lwb16gmKrsHesMBWLl+uxUsqV6ioLgI3WmVGZMEeSS45P1YWU5FVK1dJ3dp1NBaJJF/ST3Dm46w1Syz1ziRujFVcSrc1atBQFXBT/0Xm7CXjAAc80kmEZiAB5LbNiMxtPRaE9hIHdPTIURnYf4BK7ZDkTZQ2+mGsgPnDWRuEy8r0U+LYJm5q8ICBWnPA13QcfzecBxAkS4pQ0UKFZfDAgYKEkps2IzI39VYmtpXBjUP65o2bsmTRYqn/fV31pWCNzZk9W31h+MpsSzsCTNmwXN87+wOoR5b2Vr37Jn25Z/ce1QRDXpw+x43gFivbiCy9PR4G32dQI4+MhjpP52KFi0jpkqWkR9eu6uB3iiURBl2RqZeIxbh44SIpVaKEePT+eZi5YTMic0MvZVIbefoS2Hrt2jWtIVmlYiXVsapWuYrq6D988MCmkZnUF8E6DTFew4cMldzZc6je//Vr11wRzGxEFqwR47DzMu3hiYykSqcOHSVPzly6JN+rew+5Gn/VFYPZYZAmaQ4PCqxdppf4FZ04baNN8fHxmtTOosSYUaM1gNWJbU0IsBFZQjTC9H8GKSuS5L/hyM/5XTapW7u2ylDj6HfjcrwTu5K4MdRAqPEYf+WK+iCd2E7iy86cOSMRRYpoJSskmHwVPMys6zMiyyykHXgeCIpVxx3btkl006YqtVOhbDl9ChOxb+lF/u00puxM03Nk/U5aNIvWlUL/nsE/R+PBRtbG2jVr3o+J/fv2+ZzC5J9WpX4UI7LU8QnZva9/fi3nzp3T4qiod6Lays21fds2efTwkU6BQvbig3RhVE4vWypK/vf5f3UV2AkBsSlB4XE1UJKvcIGC0vaH1kKhXadOMY3IUurJEP0cH83tW7dkw/r1SlwstVcqV15L2cdeiM2QCkKIQua3y8L6nT93rnTq0EHWrF6t1rDfDh6gAxFf1rRRY125RqIbpQsnbkZkTuyVALSJJykR3KdPnZIxo0ZpHUHSZdq0+kGtMHwg5gsLAPAJDgm+rArjj3RLJgTjZu/uPVK9SlUpU6qUUNINQQCnbUZkTusRP7eHgUgsEDfPpo0bdUpTKH8BVW6dOH6C3+SO/dxsO5yDEGD8sEBBrQVUTg4dPOi4MBwjMgcNGH83BQuA4FVy5/r16aO66Plz55EObdtp8QnUSm0zBNKCAAHSI4YN07CcBnXrqWS5k1LTjMjS0osu/A4khuDhksWLpVzpMupgrly+gqxYvlwePXpk00gX9mkwm4xlf+nSJXX6Z/36G+nTq5f6+PjcCZsRmRN6wc9twIexf+8+rVhUMF8+LUE2aMAAOXvmrFpoTnqS+vnSHX04wlnOnzuvD5OrV686No4sJRCZYlJGrmqlyirGyEORBQwnbEZkTugFP7SBJyMrkvFX4lVaB20pytQ3qFtX1qxaJaQXEejolCeoHy7ZdYe4dfOmClEiYtilU2e5dfOW666B7A9WXHFRIEmUUb1/fwFgROYvJIN4HAiM2K8d27drUQd086lWQ7mvE8ePa3BjEJtnp/4HAeLISkeW1Gk+KiIILbptw2Xx9OlTVQMmH7Nl8+YaX8YYDOZmRBZM9DN4bgYVT0hkk2dOm64hFVSypjTX6pXvrDC+Y5szEKA47bgxY6Vp48Za54D3btxwTSCm2axJUymYN5+MGjFSKyQF09o3InPjSBLRdBGUCnbt3CntWrfRkvMli5fQWoEEMaIlZZuzEOChQhwZizBuiSNLCUFI69jRY/rwLF60mCyYNz+o+ZhGZCn1lEM/ZwDhdMUXxtOdaWTuHDnUF0YxEMuPdGjHhWCzIObFixZpcjmSTxRmDtZCkhGZiwYY5cNI5t28aZPUrlFTV46Itp4yaZI6820a6aLODJGmoo4yZNAgyZcrt5aWu37telCuzIgsKLCn/6RvXr+RUydPSb/evbWKN76wrp07q4rryxcvLC4s/ZDaL/yAAA/PK1euSLs2bSVvrtzSv28/raaV2f4yIzI/dGYgD0HIxI0bN2T1qlVSo2o1XfauVb2GzJ83Tz/H12KbOxCgr1i53Ltnj6aGhYofE1cHbg1mCQXy5JWFCxZkOpkZkTn0HuCJ9uTJE7W4+vTqLWVKRamWeq8ePTTXjQRwm0o6tPNSaNbdO3c0PIZMi6GDBjtWSSKF5qf6MaIDxJdFRkRIqRKRcujQoUxVUjEiS7V7Mn/ne2d+fLwsWrBQ6tX5XgNbv69VW+bNnavJ38FyqGY+GqF1RuLGWOFDQrpOzZqa8hNKV/jgwQMZPnSYFm1u1aKFXLx4MdNWz43IHDSSmEZSKuz4sWPSs1t3rTGI6GHP7t3lzOnTmTYoHARJSDWFG50aCFUqVpRxo8fIo4cPQ+r6eMCiV9asUWPJliWrjB09Wm7fup0pMwcjMgcMJaww/CeksCyYN0+f2tmzZFVZZAq6OiWfzQFQuboJuAJ+fvVKbt64Ib+8eSOsQofaxsP4wvnzgtYd/rKVK1Zo0Hagr9OILNAIp+H4SO3gACYiP8vX30jenLk0RgyNd8uPTAOAbvrK33+HfL4rlhn+MiSyK5YtJzt37Ai4VWZEFsSbgPy0uNg4GTt6jERFltTya82bNpPdO3fJs2fPTDc/iH1jp84YAjj/B/TtJ0UKFBT8ZbGxsRk74Ed+bUT2EYACsZsn1uNHj2Tjhg3SqH59ldlBGmX82HFaJszt6SuBwMyO6S4EcJfcuH5dWrdspb7egf36y8MA+gSNyDJxfOAj4UmFbj6rO2WjCKmIlPZt28r2bduFJGILqcjEDsnkU6HIS+EXFElw/OM2COWNGYcnviyiSFFZtHBhwHJMjcgyaSRhZRHYSq3A6CZN1RFKjUPSiygLFirBkZkEpytPA3lRiahOzVoyY9p0lV5y5YWko9H4f5cuWSKlS5bUF8TGveDvzYjM34h6HQ8Li+DVkydOquY5Sd4U/6B6EUUc6GjMcNtCH4HLly5L0UKF5ItPP5Oa1arJpYsXQ/+iRXRKOW7MGM3HJC4yPj7e79aoEVmAhhLk9MfvvwtFG9auXi01qlbV8vNEdVPb0CLzAwS8gw9LjBWO72KFi0i/3n3knkNrRPobQu6Fa1evScvo5ioqieDn/Xv3/epGMSLzd6/9czzyzwhi7di2nRIY8sZ9evZ8r6ZpVliAgHfwYf9EyffRI42z4kEWThkaPNSJL2N1nhjJVStW+DU+0ojMzwMfBy4BjzOmT5cyJUtp+azGDRrKqpUr1cT+3QQP/Yy4uw6Hq4ExEm6LOjy4EZVEggq9fwht967dfivAYkTmp/uAgUlIxZ5du6R9mzYaDBhVIlK1mi6cvyCvXr4Ku8HrJ2jtMCGCAPcI0uyjR45UP3GLZtFy5vQZv9wXRmR+GCSeMl+TJ06S6lWqqGprdJMmQnoRssahvszuBwjtEGGCAJbZzZs3hcBvNPUGDRioev8ZvXwjMh8RpEMgKJbUt2/bJu3btJXIYhFSsVw5GT50qPoDmEaaL8xHgEPwZ57xwmollYiCXXkoWBBzTxyKOSi1qlXXKeb8ufPk1cuXGWqOEZkP8OGkxUSOi42VqZOnSGREcSlSsJBWx9m0cWNQizD4cDn2k0xCgBXsKZMmS3TTplqkFzIL1424ySWLFimRlS9TVvbt3Ssshvi6GZGlEzmeoo8fPZY9u3cLGmEkeZPpz7SSqO2//vwznUe0r4cLAlhiBfLmk8//84lQQDnQ+YdOx/XZP/UxEUkgSJhwFF9Xco3I0tHbTA0uXLggg/oP0JUXlpF/aNFSTp448U6WxQJb04Fm+H311q1b0qBuPQ3H6d6lq9y5fTv8QEhwxUwx469ckY7t20vWb76RHt26aXylL+4YI7IEwKb2L76wpYuXCHr5+fPkVa2whfPny72794QcOl/AT+18ti/0ECC28MrlK7Jz+3YlMUtLe1ef9eiRI1K9alUVY+Qee/H8ebo734gsFchYLn79889y5PBh6dWjpwoeEhvWo2tXTfwlqNEILBUAbVciBBgrTJ3INQy3OLJEQHi9wdG/fu06nXZzfx06eEiLl3h9LdW3RmQpwENIBTlhWF1ULyKtpG6dOlqQ9Pr16xZSkQJu9rEhkF4EUMpl4QNp7JzZsqnA6LmzZ9O1qmtE5oU6T0y01Pft3SdULCpetKhWhunXp68cO3pUpYq9fmJvDQFDIIMIcN+Ri9q8WTNVhhkxbLhKv6d1xmNE9k8HABgpFFevXtWk7upVqv/wYQwAACAASURBVErBvPnUJ7Zi2TJ9Yvi6opLBPrafhwgCrHjjjqAsHKonNp4SdyzTbbTaKleooG4cj7hC4m8l/86ITEQHFAPryKHD0qpFS5UbIeoYqd6r8VfND5b82LFP04kA8uWLFy2SVs2baxA1FeI9G9MrnP+4NCA4b0uE9579EKL3fo7D/l9/+UXdHsntZ9Ud/xzfS24/x2U/ixLJ7add7OeV3H5Cj9jHNSTnA+Qzz/7kSJxj8tv58+ZL0YKFpErFSirMSLs+toU9kQESkiKjR41SfXFCKpo0aqQDDQstuQ77GKi23xBIDoGLcXGSL3cejSOrVL6CxF74oGOPcvDO7Ttk+tSpmsID2STcIAAK1EybMlUuxl1MkmzNOEXfbs6sWWrV8P2EG/vPnjkjC+bP1+DT5PbTvsULF2liN4TivSEMumzpUlWu8L43OD4r++ynEhiknZDM2E81sJXLl8vc2bN1GpmQzNgPga5bs0aDzFtEN1eDomG9+nLlyhXvpiR5H/ZExry8Xes2WlS0dMlSMnH8eAWOjgRc2wyBjCDAzcrDkpuaHEOCqHN+l03lzXnPhqXElKpoocKSLUsW6d2zl04/Peflt8SgIcqZPet30ql9B7kaH+/ZrcfGWU6eL8cmcwAJqYQbxIIeWK5s2bUNx44dS7hbiQeNNPYTab9zx85E+7EeyWLJnT2HFCtcWLZs2iRvf337/jtkuqDwkjtHTnXYL1uyJFGGC8RHNaU8OXJK9qxZZca0afLkyZP3v4e4T506pcfOkfU7QTGmQtlyej1DBw/+6L0Y9kSGzDSRxZ/+698yoF9/DdBDO8k2QyCjCLyzovbK3Nlz5PChQ2qRHD9+XJYsWixYPx6rB7I7fOiwFM5fQL7531fSo2u3RKKLSoI3bqiiCpkkqAtfu3r1ffPYD5FVKl9evvs2izSq30BVJd5/QUSeP3sujRo0UC2wmtWqaxHohPuxCLt37apEWTaqtOzamZjIqMeJyitESWUk5HiwoDzb69evZcG8+QIJZfs2i6728xvPxrVu2bxZz5/1629kwvjxSp6e/e/I/ITGaH7+yaeSM1t2JU0wIXdZPmJThD2RMaAA9pP/+5dg7h+MiVGnvwdg+2sI+IoAYTpNGzXWVbgObdvJnTt31DrjpveeViEBNWvGTBk0cKAcOXIk0RhkZoAPl+TqwYMGyf59+xMVvWU/Vh+1JIcOHiJbNm1W4krYbojip61btejNiuUrlPi898ccOCAjh4+Q2bNmJal4xO+x8pDgmTRhgty/dy/RNXB+rERCKEYNH6GafPzGs7GfFKTx48YJK5KXL13SQHLPfkiR3OXaNWrIl599rsGxVSpUlMkTJyayPj3f9/5rRBZ3UZ8gkNm3//tKTX6ULDOSwOoNsr0PTwSI4q9bu45O15o3barhBCkhgVXF9MtTz9TbrcF7qpPjZ0rJWY8FyKoof71/z3n5HMuL8yS3cVymiK9/fp3cbp0Csz8lpQrICsKlDVyP98ZnWGm0ge+yQehc0+nTp2XUiBGqIFO8SFFVk9n207YkhOt9TM97I7K4i2ouV61USSqWryAF8+XTpw5PnOQGgwc4+2sIeBDgBsUdkdDKYp9nusWUbfXKVe+nkp7fhftfiBWhhQ3rN0ijBg1VTZnK5CiEsLDgIbu04GREFndR5+KtW7WSrVu2SMVy5YUnAhIjLGXbZgikhgAPO5zWFKN9+OBBEjLjZsTS8Sa51I4Z6vs81icznwH9+mm8Zp6cuVSAgekrBJfezYjsHyJDsRIrbN7cuZqOhMwKDlrbDIHUEGAqxaoadRu7du6sK5OpfT/c90H8TD0XLligRgMLAxgPy5ct0ylnclPStGBmRJaAyKhw8/TJExk6aLAUypdfHbU4bG2KmZahFJ7fQYqndo2a6qBGHfjo0aPhCcRHrpp7CAGGw4cPqx8aBZnIiAi1yPCPMQ3PyH1mROZFZDwREMBjqpkvV24ZPHCgOjB9fVJ8pH9tt8sR4AYcM2qUCgOSj0uNBtsSI8BUkTCnmdOna2wYqX9NGzWSNatWa2AsU++MbkZkXkQGoAC/b89e1RwrkCevrFy+QldqMvLEyGhH2e+DiwBxUEhVE6+V0N/FmLh9+7aKaxLblR4HdXCvKPBnByei/QmE7dCuvQowRJUsKRToxRfGCqi/7ikjsmSIjC5mSXjF8uWqxV8uqrQcOZw4tifww8DO4BQEuCHxl44bPUbmzZnjl6o/Trm2QLUDSzX2wgXNBkAGK6JIUa1pQfT/k8ePEz0M/NEGI7IUiAxw8ZkNGjBAsnz1tUZTM+W0qH9/DDt3HQMLHTlmxgGVsjau3+CuC8ik1mJdEQSL5UpmADLwFOUhU4AFEWStE1qz/myWEVkqRIZfjCV18uNYXSEPEx+Iv8xhf3akHStwCDCt7Nyho4bpcFNu2rAxcCdz6ZG5Vwi0vXbtmkwcP0EXy8irJF1q965dKQbh+utyjchSITJAxudBNWQEFvGXLV+61AIb/TX6XHQcbtDVq1bJjm3b5c3r5CPjXXQ5fm8qFZHIpSSP83+f/1dLJJLqxKpuoKywhBdhRPYRIsP6YlVl2ZKlqj6A4CJPmMzonIQdZf8HHgFcCfv37ZP9e/epjzThGXmgYZkxzTSL/AMy4EEVsYH9++s0krAlrFfqXBAvllmpfkZkHyEyT5c9ffJU+vfpKxGFi0iL6GhNcPXss7+hgQBaXEjYVKtcRTasXx8aFxWgq2AqSXoRgazE0VHTggpj8+fN08WQlMQZA9QcMSJLI5HxFMbZj4RKRJEiMrD/AF0MsKdzoIZm5h8XhzSSTkjHkO9nW1IEmImwoo+IY8/u3aVUiRJSrnRp6dW9h0oRYYUFYzMiSyOR0TlML1DprFW9ukrx8gS3qUYwhm1gzsm0kjSj7l27ybGjiYUHA3NG9xyVBzbOfCqLLVqwUOV2IPy6tWvLooULNTUrmDF0RmTpIDKGHbl1FCMhsbxkRPFkZYXdMzzDr6U8eAjSvHvnrvZlQgTwhRLwSppaMG/KhG1ywv9gQUgFemV9evVSgUemkghAIp+N7zDYmxFZOomMDnv48KGMGjlSQzIa1Kunygc28IM9lNN2ftwD/fr0kTY//CAHYw6m7Udh+i2sMMidzIV5c+ZKmVJRqtxKUZBNGzfqg8AprhUjMh+IjM67eeOG1uD7/JNPZNjgwZZj55KbnVhA4psQ0SRg0yk3otPg85DYgf37NRaMWgHUFEB2mloDTss9NiLzgcgYdKzKUCyhVIlI1VNatWJlkiV7pw1Oa49oHBgBzgS2TpsyxSBJBgHGNpWLkL0uXrSYjm9EFDyKrU6cfRiR+UhkPLFwfq5dvUYK5S8gFcqUlT27d6spnszYsI8yGQFSZfCHecf7sap28sRJ1b03pYrEnQJWaPIxbSQiH/WXyuUrqG4+GvsZldpJfDb/vjMi85HI6AbMa/THhw0ZopVlCM1A9dJpZrd/h4zzj0ZSMrl+ixYskFMnTyaZPmJRQHQ2rfzQl4xjsBo5fLjG0mGJtW3dWnHE0e9EK+xD68XiyCh2Sq0+FGKJ7PZlI32lRbNoDQqkCs69e/d8OYz9xk8IHDp4SOrV+V4K5M2rNSD9oXflp6Y56jAQOQRFzUzSr6KbNNHslaqVKsvUKVPk2tVr8nsKVckddSFiRKZVmzNKZHTqvr17tUBqyeIlZOmSJQFPknXaQHJSe7b/tE1YWaNfG9avr9WHxIotJ+qiP//4U148fyHnz51TZYoSxSI0a4WydYxlJ4RUJGrwR97Y1NIPFhkY89RHhxzdpajISDl65EgS/8xH+sJ2pxMBpvD4dbyn8kyF5s+dK3169dY6pTaF/AAsWDBWmTWsW7vunW5+lqyq3Lpw/oIk9Sw//NLZ/xmR+YnI6Gaq6VCglGrL5J9RdNXb2ezs4eCe1nFDkipDjBO1IBNu7EuJ5BJ+Lxz/ZwHkxPETqtiaLUtWjYXs17uPxF6I1ZV4t5K+EZkfiQzSIuCyfZu2OkD69+un5ObWweHkG51YpqFDhmieX+8ePR29ouYEHCF2Yh9nTJ8ulcpXkHy582jx4A3r1mvUvtsXP4zI/EhkDFieeMePHZMqFStqFPRKiy8LyH184vhxqVGtmnz5+ecaE0bakT0wkkINgaGNv33btneCB4WL6DSSSmHnz53XB4D31DzpUZz/iRGZn4mMLmcpe+WKFRqHA6GRCkMMjm3+Q+DunTsasFmnZi2VIyemz4jsA75g8eb1a7l48aJMnjTpfUhFdJOmsn7tOo0XCyW3hxFZAIiMJxx+m2FDhmo6DFHR586dc3wszofbwBn/cTOSpI+19ezps0RE5QkbQKUCXSzbPiDANPHe3buybetW6dCunRTMl0+tMGLESPKG9ENtMyILAJExSHjasTLUqEEDlcgeNWKEDi6zGtJ+C3HDkes3dvQYIQWMAq+GX8r4eaaRF85fkMkTJ0npkqU0vahxgway7aefdHEkFKaRySFgRBYgIvOAjb+MkvDInsyfOy8kn4aea/X3X5zTWLNffPqZilmePnXKVoFTABkLFasVGfYGdetJ7hw5tZL3uDFjdMEplKaRyUFgRBZgImMALVuyRCOmy5cpo8KMyXWEfZYUgbt370qnDh3kmy//p0qkcbGxRmRJYVKXxfXr11UrjPxIAoHb/tBaF52IGQsHK9aILMBExrjDXzZy2HCVUOZpSX0/2z6OAL6eCxcuyPKlyywhPxm4eEjiP1yxbLlUrlhRcmXLLhTHWTBvvty5fcfVcWHJXG6qHxmRZQKR4Ze4cvmyOl7z58kjfXv31pXNUPVXpDrivHaCAdYEPhxSYwhfSWhBYFHg8HdbyozXZfr9LSoe6Oaj2IrbgoySXj16yLGjR+X5s+dhZ7kakWUCkTGK0XhCKpi6f/lz51Hdc+J7Et60fh/tLjggGMyYNl2iIktqFR7iw5yutBBMWCH2+CvxsmDePMULAqN6EdWMCBJmnIXjZkSWSUTG4CK+jBgeJFLQ+z8YE6OxPuE48DzXzLR7QL/+kvXrb6RooUJa5JUppW2JEWAaST2BmJgY6dalixJ/mVKlpG/vPnLk8JGwmkYmRubdOyOyTCQyIEcqCH8ZUsstoptLXGycamMl1zmh9tnff/2VJMH77a9vZfOmzdIyurl07dRZbty4keQ7oYZDeq6HqTdhKNeuXpUF8+dL1UqV1NeKTBEqK9SPCHerHjxdR2R0Gk8nph+8+D8jHekPPbL0DkwGX+MGDeW7b74V4svu3LmToWtIz/mD9V18XyTVP3r4KMnUkekS1iov2z4gwPjG33XsyFEl+mzfZtEKRoMGDJTLly+HzQPwAyIp/+cqIoOwGPSs1PDkvn7tuj6RuEl83TKbyGgnA5TUkciI4pInZ05VMg3FaGtPn2BV4B9EvDK6aVOJvXAh7JzRHizS+pcH9M0bN2XC+AnqzMeCr1u7jobvmG81KYquITLIijiiQQMGqPonDk5eDerVl8EDB+pqDZ2f3i0YRAYh4wdau2aNIGhXuUJF2b5te8je3OT8jRk1SuPBqGA0YdyPujqZ3r4Kl++zIrlu7VohIp+FIcqwTZ08WR/erN7aanfSkeAKIqPjULIk4bV8mbIyasRIJYH169Zp4vD3tWrp0+rM6TPy159/Jb3KVD4JBpF5moOje/DAQbp0jqVy/vx5z66Q+gtpr165SjMckJAh1MIc+om7mIcbD+tzZ8/K8KHDpFTxEvqQQxKKojYUDTYCS4xZwneuIDKmXUsWLZbCBQrImFGjNYcRNQk+x780Y9o0lekdP3Zcum+QYBIZg5fg2Lat22j7+/bq7VqFTgbVX3/+qfFe+LoS3nRcJ+6AA/sPyN49e+XF8+ch7xNMeJN97H/cJbdv3ZY1q1dLw3r1pWjBQlKjajWZPnWqUL0oI66Tj507VPa7gsgwtSf8OF6Tr3ft2JnIWcwNQyAl4QydO3SU39IZRxNMImMQ4S/bv2+fKsoWK1RY5bKJBeLmd9tGKTGmRPPmzJErl68IuvAJN/rKl+l/wmOE0v/ggVVOPu7QwUO0RirBrZ06dFRfGPsSPhBC6dr9fS2uIDIsr8ULF6rTk5uEJzo3BJ388sULWbVypZriP7rMIvN05uufX2uaSQniy4oX14HttqcwxLt54ybNKc2bM5eMHjnKovE9HZzM37e//iq3bt6UlctXqBVWMF9+LZiCgiv1NnnA2ZZ2BFxBZNwk6Hk1qFtXCeunrVt1eokmPvULmzRsJLWqVdcl6fQ+wYJtkXm66tHDh/Lj2LGq98/qFKuybhrM9BFxTSQtk/PXtUuXsA/29fRtwr+MTxz2+MK6d+kqEFihfPmF6kUXzp13VZ8nvK5g/+8KIgMk/Ahnz559J1GSPYc0bdRYfmjRQh3InTt20iV9X6ZjTiEy2o5sTcvmLeSzf/9HBvUfoE/mYA+Q9JwffyUW8/ChQ9W3Y9PIxOiBx9MnT1XOCcubbAaSvNesWq0zC1/Gb+IzhO871xAZq1wUwqXiS87vsmnOYolixaR40aKqxOqrooRTiIwhiG/s9OnTElUiUpfdVyxfLs+9KgQFe6jyQEFmGr+Ot1MfC5JFGD63VcnEPQUmMfsPqL5aruw5dAo+YtgwtczALL0zicRHt3euIDI6mepEPbt3l2qVq8jE8RN0qrll82bp3rWbftalUycttpveAeEkIuOJzKDGYV4ofwEpV7qMTp2d5C9DfRSNMNo2cfx4+eXNL3YXpYIADycCgKdMmixlS5fWfiWMaNPGjXL/3n2daaTyc9uVRgRcQWTkJ06dNFlXdZi64Bvj6Y+v4cqVK+pbQtYXeRw+S4+J7iQio88gYiK3Rw4fIUUKFJQW0dE6pU4vQaex/9P9tR3bt6vF+PWX/9M0K9pqW1IE6K+HDx5o9aJWzVvoqnqFsuVk9MiRGtjNApZT+jRp6933iSuI7NTJk1L/+7q6qvPk8eNERMVgiIuLk2ZNmmgyLX6a9PhmnEZkniGERtcPLVpKscKFpV+fvnLn9m3PrqD+BeseXbtpVsX0qdMsxsmrNxiP6KfhzB8/7kepXL6CpqJBZlhh3uPX6+f21kcEXEFkrEySxoN+e3LWFvFLRMiTVIsZ/0c6ZGCcSmT05+FDh5QwcAxjiTLtzIyNBwE3IxaF5vX99SFbAh8ZU6Izp0/Lq5emp+bpD8Yl00hCJ7b9tE2aNW6i1YvIREE3n5mDm1ahPdfllr+uILKjR45IrRo1pGb1GvLyxUu1uDyExk3HIGnXpo0UyJtPI/1DwSJjAOEwR+aZ5PKoyEitKET0fKA3ApB5eDBV37p5i1ldHwEcK4yHzMW4OK34RDgFC1JNGzeWQwcPZdoD6CPNDOndriAyZG+GDh6sMUozp8/QEu883Xg9uH9f5syaraJ8OPzT6xh3skXGyHv+/LlM+PFHyfHdd1K1chW1ktJD1L6M3iOHDqsF/N9PPtVsCqbr5s9JGUlWllevWqWuj2+/+lqKFykqixctUl9uoPsq5VaF1x5XEBmExZSxS8dO6jRtXL+B9OzWXXp06y5NGjbURHKSa6/GX033Ded0IoNASPfh2rNnyaort+h6eSzSQAzX8+fO69QIq4JA40CfLxDXEOhjgj8W84kTJ1SxlYUZ/Jndu3YVytZhoRmJBboXPhzfFURGc7G0CBilUCvqFwP79Zf+fftpKgxPQxQ0ffFBOJ3IuHbSWU6eOKH+suxZs8rC+Qvk2dOnH3rRx/+4GbnZvEkR/9ipk6dk0cKF6qfDL2bbBwQgMKqbz509R6pWqixFChbSQO0lixbp54bXB6wy6z/XEBmAeHwRTCfJU0N4DlUFnn6+Tn3cQGRc+6uXL2XD+vWSP09etUBjDsQIOZq+bjimCTDeuGGD4INMOCX3WBvgyk3rTXS+ntPtv4P0sU5ZhMFCJsm/TMlS0r9vXw0QNlWP4PWwq4gsEDC5hcggE2SPx44eLYgTRjdtpiuHEI0v271799SaRW2hTs1aGt5hU6GUkSTuC0mdWTNnKl4ELBMSRE1JfIi+9kPKZ7Q96UHAiCyTi4+kp3O8vwvREByMCGO+3HlU+uX27ds+WUyXL11W6WmqeJPkTR6r3YzeiItOvYn92rtnj5DTC/FHFouQ/n36yoXz5/1efo0+hjSZnqY0y+BzLGgs5uReWNvh9lAyInMRkXluM5zJBFoytZk9a5YOZs8+779Ycgx875uCEAuSlZELZ+GE1VGbQn5ADyzwTWJtTZsyVVVXqK9Qr04dQX0FsvHnxvkgr3t372mZwPj4+BRlkN4F3J5THb4D+/drWE7Cv7GxsRr/58/2Of1YRmQuJDIG/eqVK7U+JjmPu3ftTnGcYWUh0Oed4M0P2AeB8XQ3EvsAIVhAFpBD7Ro1tdZA0UKFNVKfIriBwEpzMmNjpVGDBlpda2D/ASpV9aFVH/67fPGSNKrfQC3pyIgIJVmksT0vBEaJrQynzYjMhUTGAIWAKCVXuEBB9dVQHsx7Y9qxa+cuqVunjrRq0UIXRxKu7HJDYqkF4sb0botb3iuhXLggw4YMUYs3d/Yc0r5tu/eKrQnx88c1gf2Tx09k7eo1GrtXuUIFlfcZ2L9/ikR2+tRpJVhCjpjekjaW8MWK6q+/hFcyvxGZS4kMAmL6wdM3f5480qtHD2G6mHAK6Qkk/uq/X0iWr77WSk0k1duWFAFwu3v3rob3oJvPA6JKxUpCADZlB5lKBoLwWelcsnixVKlYUfX1Nm3YoCUCB/TrlyKRsWJds1p11X3DqoZcE77I/ghEW5Oi5pxPjMhcSmQMIeoTHIyJUT9XgTx5tRJ1wpqHTCeXLl6s5cTwqZ09c8ZkY7zuPW54wljQV6PUYNmoKFVZad+2rezft1+n5YF0nDOFJTaSmEgWXJgSUgJuQN+UiQxJ8eqVq8ikCRPDjrC8uu/9WyMyFxMZvQhZrV+7TvDhUCOTQiZMKdl4MpP4jW4bBVoCZVW8H00u+gcCe/vrW7l185YsW7JU6tetq6lF5PTOnjlLUB/x9zQyOXiwBPFh4uTHuiK272NERkWxqpXeWYssEODj9KxUhpsl5sHUiMzlRIa1QPoWqUSf/uvf0rRRI4mLjZPff/MtvswzMEL5LwRFZsSxo8dUNYUkb5SGydWNiYl5/yDIbAzoy7QQ2czp06VC2bJa9PjwocNaZo9Se4wD3AnhuHhjROZyInv988+ycvly9YF98n//ki8++0wLvBJfltBfltk3pRPPh7WCBQM2y5ctl/Kly2j+KlI7yIo/fvw4qJillcimT5smZaNK6yolfjyKHpeLKi01q1eXkcOHazHrcPOFGpG5nMhwFlPIFaUKipZ8/cWXkjNbdq2Pif/Ftg8IMP06fvSYtG7ZSqtVUfGJGhCEVDCtC/aWViIjK2Pnjh2ybetW9Xvi+6TwMbJLhfLnF6pwkUYVTpsRmcuJjMFPMj2OX+p6Lpg/X+PLsDLwjWWGn8fpNwyWKSEJ1BgoWypKpYmI10JrjdxJMHKCbymtRMb3mD4SYoGF6fGTPX36VGPdiC1DVfjnMJIhNyJzCZHhqCdiG6e9d3Dr77/9Jgxipkb8RRcen0/jBg3l1KlTTueZgLWPGx48tm/bpulYhFQwDRszarT6k7BYnUBgHgDSSmSe73v/5VpY+SRbg76/deuW91dC9r0RmQuIDIvhwoULWpEa3whR/VRYT2ljxa1Du3aaF0iVKeSXw23DGjl/7pxaqWBWtGAhJTNIzamVvDNKZPQx1jk1X5le+loi0Y1jxYjMBUSGb4dp4nfffqu+sD69emlYRUoDjhsCieW6db5XMiMfM73VpVI6ttM/x9dF3U3kiVo2b64hFTj1J/w4Xi1aJzvB/UFklOuDxJDZBodw2YzIHEhk3tMdLLJz585Jk4aNpFL58rIKi+zly1THKFPRNatXC4VLkF6OOXBA/Sqp/sjFO8GMYGBSdsaMHKUrksTWUb1ox/YdGlLh9FXctBAZY4EMjp9f/awLFPyG6/rj93efL1q4SCg7N2TQYL8ntjt5eBiROYjIGJAQEH4dHLgJCQ1LAwkfNLHSGieEz2zK5Mm6ilmjalW5fu1auipMOXngetoGRmADZls3b5ba1WtI7hw5NUKforis8LllS0hkRPrfu3s3SdNfPH8hSxcvkV07duhYwOoimBaZd4Q3K5YrLw3q1ZMjhw8n+W0of2BE5iAiYwVt3ty50qJZtBw6eDDZJ2pCckvLwCRyvW3rNhqa0adnr5DzlzHtJq2nV/ceGhOWI+t30ql9B5UG52Hgpi0xkfVNlsiwxFs1by4RhYtoHFm50qWlQpmyEhVZUgvwkEhOupXbrj2j/WRE5hAiwxqjEHHBvPk0Fgwfx40bNzLavzqgz58/r/LYeXLm0uo+WC9u38ALrbAF8+aragSFUqpXqaJ5iyR/k4eaXtIPNia0l2nj0kWL5eDBg8lmGHDdjAtybFHMWDBvntZwwN1w5PARjeyH3N127RnF3ojMIUTGwCO8gvAAqiX16tFTKDyc0Y3jMl3dumWrVmIvXbKUFpB1stP7Y9eMVUIYSrcuXTRmrmREcUH25uTJk0oEWDZu3Wg710f/QFrJbXwH9wI+QeTPkXTiNxBYSr9J7jih9JkRWRCIjMEGuXgPOp7GFMadMW2aXLp4MUWF0PQOQM5DIvn4ceOUzKiCfebMGVfJIUPITJeuxsfLHKoXVa4sBH6S7I1lgq/IKYGt6e0f+37GETAiy2Qi40mLCN6ypcuEwie/JJBM5mblZiR/0pvkMt7VotHtpOdQf5F0FrcETIIJCx17du9R/bWIIkUF3xArcyeOH0/Wl+gPvOwY7kHAiCyTiezO7duCQ5Z8yI7t2mc6mRw9elTVRSMjisusGTNV0tmpwxUyJ/qeldrZM2eqUxvdtQZ166kV9ujhw4AQvlPxsHaljIARWUIie/hInaRYRul9pQxxjD6dEQAACkJJREFU4j1MGUsWLyH/+/y/qmCAXywzN6yblctXqHggNRnxNTnRp0Q70enavWuXruLmzpFDihQsqOoOTknyzsx+s3OljoAR2T9EFt2kqcbj4Ifx5ZXWqSCOWRK7yYdbRMXwZ89S76EA7MUxTKQ7K33IwJCy4zQyg6xGDBuuktPZvs2isVGEpITjilwAhkDIHdKILO6iSrqQi9e9S1fp27uP+o/wIaX11bN7D1m8cOH7tCGsOW44AhpZWUpIEh7HO0GMOOBRcc3sjTag99+9a1fJnjWrdO3cWQNK00rGgWov54dkKVNH0eC8uXJraMWMadN1Cm4kFijk3X9cI7K4i2qZVKtcRVauWCHbfvop3S/8N+haXfmnkhFW1/KlS7Vk1+CBg9TJ7j1U/v7rb++PMvU9pHDyxEklDMI95s2ZGxTrkIuG+PGFnThxQsMoqNdZvGgx6da5i+zfu0+ePnma6GGQqUDZyVyBgBHZP1NLQhJu3bypK2CERqTnRToIVW/i/vF3EajZIjpa/WBFChaSY0ePOjJAEWuRZHSCcMuUitIgy8wWY2QaT4DnqhUrdBGicIECUqNaNZk/d55cu3rVbyEorrgbrZE+I2BEltDZ/+iRT0BS+ZsKPB4iI8dxxLBh6tSnkOqlS5ccSWRYQvjoxo0ZK9RvbNKokWYXQC6B3vTcT5+qkmm/Pn00NzKyWIT06NZNDsYcVJmiYE91A42BHd9/CBiR+Uhk3IielTWc0AktMpKYSVbesG69ShFj3Tl1w39HjNYPLVqqT4rrQNOK6wvExnGZ1nIO6jlSybtIgYJap3HenDmaYmMEFgjkQ/uYRmQ+EhlkxRSSKdCMqdMEAcOLcXGuHC2Qy/lz53UFE1KZPnWaLlL4+2IgTZz5Z0+fkc4dO2rZM6beLJYgUwSmthkCviBgROYjkT1+9FgGDxyoQodffva5EL5x+dJlX/rAEb+BzDZt2CgEyr7Lx/zJr1YZJIaVisgj5de++uJLJc6ftm5VcguUBegIcK0RAUfAiMxXInv8WAYPGCiQGMGtbicyRhrW0o9jx6oczPe1akvsBf8E63JcxA2bN22m01dWJceP+1HzSd8QgpJCcnTAR7+dIGQQMCLzkcjw8zCVHDVihBIaoQLkTrp5wypiBbFH125aaYiCtUj++Eo0TBVRbB07ZowqtpIj2bJ5C9m+fbv65dhvlpibR4xz2m5ElgqR/f2PagRCdWfPnFWJGM+Nx19uRCo7xxyIkQF9Cb9wp48s4XDkmo4eOSJ1atVWHxYxcoRpeK474XdT+p9FEHAhtINV2xLFiknVipXUCoP806pwm9Lx7XNDwBsBI7JUiAylikMxMZpOVP/7ukpY3ITem3f4hfd+t71/F1+2RVVHUSJFWghFjo9tWG4vX7yUc2fPqqVK9esSxSKkXes2sv2nbfL40btc1o8dx/YbAulFwIgsFSJDH2zalCmq2PrVf7/Q//nMews1IuP6iIWbPHGikOeI5lfshQupyicz1UYTbP269RqPli93HlWlnTJpkmqIUXvTNkMgUAgYkaVCZFhfh2IOqnwMU6P9+/ZpDJR3Z4QikWFdPXjwQNr88INk/fobnTqTyO3tL+M9cXJYYUMGDhIqF+XNmUtat2olx44eM60w78Fi7wOCgBHZP0QW3bSphgd436iEDRAvhs8npYj3UCQyRhu+Lpz/pYqXkJzZsqk+PNPOhBspTcgCUYIMwkMaiCo/fM8by4S/s/8NAX8iYEQWd1E18inM0bZ1azl+/HgSqwsy45WSwztUicyzoEGsF7Uxy0ZFaawZCwJYYSyCIBKZP3ceiShSRBO+wUJVPSykwp/3qR3rIwgYkcVdlO+++VY+/+RTtSjIkUTFlWllWl/c0P379FUd/LT+xk3fw0k/euQorVrOKuSmjRtl5vTpUrl8BQ3ToHAwyiHghq/MNkMgsxEwIouLUyL75P/+JbyqV6mqQaGzZs5UKWjkoD/2Gj50mP6Ov+n53ceO66T96OMXyl9Anf9ULSKkolSJSNXNP3f2nCV5Z/ada+dLhEDYE9n1a9eFMIE8OXOKR04Zn1DpkiWldGTaXtzYFPRAvSE9v0vr8Z3wvajISCWyPDlyCiKUjRs0lNWrVqnvEF+abYZAMBEIeyLziCCOHT1axowaZa80YECQLOEYRmDBvHXt3AkRCHsi84CBY9teacfAg5v9NQScgIARmRN6wdpgCBgCGULAiCxD8NmPDQFDwAkIGJE5oResDYaAIZAhBIzIMgSf/dgQMAScgIARmRN6wdpgCBgCGULAiCxD8NmPDQFDwAkIGJE5oResDYaAIZAhBIzIMgSf/dgQMAScgIARmRN6wdpgCBgCGULAiCxD8NmPDQFDwAkIGJE5oRe82oAgITI/6HrxQtAxJS00r5/aW0MgLBEwInNIt0NUkBeaXkcOH5G1a9bKkkWLZPGiRXLo4EGhEIpthoAhkDwCRmTJ45Kpn0JiSEMj0Dh08BCVyGlQt540bdxEmjRqLOPGjJHnz55lapvsZIaAmxAwInNAb6GqemD/fqlbu45q3lO96MTx43L9+nW5du2a3LxxwywyB/STNcG5CBiROaBvLl+6JK2at9AiHzExMeYPc0CfWBPchYARWZD7C8f+nNmzpVzp0qqL/zaZAsBBbqKd3hBwPAJGZEHuIhRqu3bqLFUrVZajR44EuTV2ekPAnQgYkQW5367GxwuOfSoRXYyLUwnp7du2aaWi3bt2yaWLF3UhIMjNtNMbAo5GwIgsyN1z7OhRqVyhojSqX19WrVwpPbp10/qarZo3l6aNGkv7tm1l44YNtmoZ5H6y0zsbASOyIPfPrp07pUypUkIlphbNomX8uHGyZ/du2b9vn8yZNVtqVqsutarXkJ3bd9giQJD7yk7vXASMyILcN1u3bFESiyoRKZs3btIofk+TqOi9ZvVqKRtVWrDQ3v5qxW892NhfQyAhAkZkCdEIwv87d+6UqMiS0ql9h2R9YVcuX5aWzZtL+bJl5c6dO0FooZ3SEHA+AkZkQe6j06dOSbXKVaRLp07y5s2bJK25cf26dGjXTosIEyBrmyFgCCRFwIgsKSaZ+sn9e/d02siqZXJERSFcnP5VKlaSx48eZWrb7GSGgFsQMCILck+RnjRl0mSNI5s/b16i6SUW2oply6RiuXIaa/bbW/ORBbm77PQORcCIzAEdE3shVomK1cmF8xfIubNn9bVuzRq1xgjNiDlwwAEttSYYAs5EwIjMAf2C3hhJ4t27dpMaVatpHFn7Nm2lTo2a8kOLlrJl0+Zk/WcOaLo1wRBwBAJGZI7oBpE///xTnjx5Ivv27pMZU6fJjGnTZNvWn+T27duJQjIc0lxrhiHgKASMyBzVHdYYQ8AQ8AUBIzJfULPfGAKGgKMQMCJzVHdYYwwBQ8AXBIzIfEHNfmMIGAKOQsCIzFHdYY0xBAwBXxAwIvMFNfuNIWAIOAoBIzJHdYc1xhAwBHxBwIjMF9TsN4aAIeAoBP4/AHFZs+tb0MwAAAAASUVORK5CYII=[/img]
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[/img]
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[/img]
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[/img]
[size=150]Priya says, “No matter which way you slice this rectangular prism, the cross section will be a rectangle.” Mai says, “I’m not so sure.” Describe a slice that Mai might be thinking of.[br][br][/size][img]data:image/png;base64,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[/img]
B is the intersection of line AC and line ED. Find the measure of each of the angles.
Angle [math]ABF[/math]
Angle [math]ABD[/math]
Angle [math]EBC[/math]
Angle [math]FBC[/math]
Angle [math]DBG[/math]
Write each expression with fewer terms.
[math]12m-4m[/math]
[math]12m-5k+m[/math]
[math]9m+k-(3m-2k)[/math]
Find 44% of 625 using the facts that 40% of 625 is 250 and 4% of 625 is 25.
What is 4.4% of 625?
What is 0.44% of 625?
Close

Information: IM 7.7.14 Practice: Surface Area of Right Prisms