IM 7.7.15 Practice: Distinguishing Volume and Surface Area

Here is the base of a prism.

[img]data:image/png;base64,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[/img][br][br]If the height of the prism is 5 cm, what is its surface area?

What is its volume?

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[/img][br][br]If the height of the prism is 10 cm, what is its surface area?

What is its volume?

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[/img][br][br]When the height doubled, what was the percent increase for the surface area?

What is the percent increase for the volume?

Select [b]all[/b] the situations where knowing the volume of an object would be more useful than knowing its surface area.

Packing a box with watermelons for shipping. Determining the monetary value of a piece of gold jewelry. Deciding how much wrapping paper a gift will need. Determining the amount of paint needed to paint a barn. Charging a company for ad space on your race car. Measuring the amount of gasoline left in the tank of a tractor. Filling an aquarium with buckets of water.

Han draws a triangle with a [math]50^{\circ}[/math] angle, a [math]40^{\circ}[/math] angle, and a side of length 4 cm as shown. [br][br][img]data:image/png;base64,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[/img][br][br]Can you draw a different triangle with the same conditions? Explain your reasoning.

Angle [math]H[/math] is half as large as angle [math]J[/math]. Angle [math]J[/math] is one fourth as large as angle [math]K[/math]. Angle [math]K[/math] has measure 240 degrees. What is the measure of angle [math]H[/math]?

The Colorado state flag consists of three horizontal stripes of equal height. The side lengths of the flag are in the ratio [math]2:3[/math]. The diameter of the gold-colored disk is equal to the height of the center stripe. 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SA3M6DfIzs5CEOCzIbOSuw6EJ+/tQRfL/yZ1zf9m2MaEH4IR4QnkfyEDbBn5zyHM2fO4fyFYlwoKuHNKRtcKEbBmXP49esFyMlogfmWz05XLoNVjsAqYGNRswCWdrKxsq+N7yem4rdPLRxZVR/H19UL3jbURd7GusjbVAcnNl9+k8fyvquD4xvq4vj6uvr5R1fXw+/zLPw4IwUr+9tY1tnGopYCtQDkMyXC8yPUsu0m2PH2e8g/cQoXeI3Tvznk34QfwhHhSSQ/YQNs7ty5yM8vQElJKUpLwZtDNigpLsapX/di9d3DkZ2U4bvoSyCyuHUAq263senhVOx9NxHH1tULwun72jix5fLbyR9qozq3iq87Ie+1uQ6Ob6yL/Z9a2DzBxuqBNpa0s5GT4r/pxezEdCzvfSuOb92G0pISXt8OXd9+953CD+GI8CSSn7AB9vzzz6OgoACl0gP8ccYCpaUouXABu9/7EDmBpshu6P1Ny3pNK8lGbkYAK/vZ2PRIKna9lIjDyxvoyEpAI4A69eONjtzkveUzJFI7srI+dr+RhM0TUjTMFmaWi8q8voXBCiA7uRG2P/sCSi4UBUeozqic7+pjCwg/hCPCk0h+CLBIrOfQa2XkW3DkqB4Jz/cBvGSqTqbuVg+yse3JJPzxlULe5jqOgCocAArQDi5qgJ/+lYx196ZquPplWnFpl544vXcfSouLHVI539bPFiDAPNz7Rfn52Pn6Wzr68vLal2QFyvrWqttsSLLFgZwEvU7ldLRVXYjpqGxLbR0BCsh+eSURa4YEo0TJcqxp2roJr8uxM/HDzCdw4exZD19p/GrxsgABFi/Lx+BzT+/djyWdenh27SuUAi9JE1tnp+Dgkvp66q66YInX82St7NA3DfDznBQsaR8IpuVLsocHpxVlLSy3SRsc27IV4GpBDK56f30EAebR/pbpwx2vvI4cu4ln175ybBsrbw3g0LIGGlxuibiuBsaLEdmmOji8sj7WDwtAvosnpxVlLSwpAz9m/SM4jcg1b496nPh8LQIsPnZ39FNlveHcgYNYdfudQXh5KXXeCmb1SXbf9qeTdSq7RDRXg4Zb/68TPjbWxS+vJmJp5yDIdOq9l6IxK4BvevXHyZ27UFpU5Kj2+eb+sgAB5sH+LioowJ73P8Ti1p28NS1VlqQhKfH7P7H0Xi2JZuTmVkBdrV2h9gvI/pyfgLX3yMbqgOeisYVN2mD7nBe5FuZBfxPPr0SAxdP6Dn322T8PYP3IsXr60CvrKpKosbBpABtHp+L3r5ROVTcZXJWBTfaWHchtgO8npmBRK5l68866WE5KY6y+6z6c/nWvQ6rn2/rRAgSYB3v9zyXLsKRzD++sfVk2FjYJ4IepqXq9y2vgqggzqQyy7alkDTHj18Vk+toKYEF6c6wdNhIntv/swSuOXyleFiDA4mV5Jz63pAQXzpzBtmfmIic10xNlo3SKfFpwvUs2BkuUUtHhe+1v+Y7H1tTDzpcTsbBxsKCwaZG0ZB9KAtHCpm2xccyj+GPREpzY/hOKzp1zQvl8T59agADzUMeXFhVrJ7Hm3gfNh1dZDcMF6TZ2PJ+MY2vreR5cFUEs9RZ//W8iFmYaUFNRsg0bpumMQxk8LW7bBT89/yKO/7gV+YcO64owHrrU+FVcYgECzCUdEY1mFBcWYt8X87CoRQfjkzck8pLU8h3PJQVT5H0QeVUEmK63uLkO9ryViNxGwWNcXBmJCbwS0/U04Yq+A7H/q2ycP3UKokcpZaarcDB9PhqXON+jggUIsAoGMfnPgiNH8MOMLOQkNzIbYJaN3EYBbJ2VgqPf1vdd5FURZBJ9/jwnSSexuCLFvgxYkpiRm9kay7rfjLXDR+HIug16Clugpav3mnwxse1GWIAAM6KbqtfIEz/vwIpbBpidvKFT5W18NzZVF+D1w5pXRWBV/FuSVo6trocfpqZACgLHO7EjOzEDSzp000kZP7/4Ks7s/03v75JISzbQE17Vu175rMgtQIBFbsP4v0NpKYrPn8fvuYuwwPAzv3JSbay9OxV/fJ3gi4SNirCq6m8BudRR3DDSxgKp2hHLjc4ScSU30tpaeetg/PjE09g/72ucPXAAxXKiBDcnx98H+LQFBJgXOr6kBIV5efjx8afNrnto2Vjaxca+jxXhVcVxL7/PU1jeO1g/0VGIlaW/ZzcMrm1tGDkOu9//EEe/24TiwvOMsrzgNzzwHQgwL3RicTHO7N8fnD5MTI/t6DxakYDs9WoawE/PJOuq7V7f61VVpHW1x+VU6N1vJulDOp0CmNQuXJDWDEu79tZbMg4sX4Eze/dBKrzoaIsJGR7wGt74CgSYB/pRnMrBld9iQXoLM9e/LBvzE21seNDG8bX1GH1VEX0J3ATscljmlsmp0AkdYrtIBxGhpIzkRsixm+q6hb9+/BlO7d6DwhMneZaXB3yEV78CAeaBnhWAbX/uhWD2oYGFe3WZqEwbB5c20PBi9HXl06LFPpKdubRjFDY5WwFINuHCZu2x9v5RGlqy2VjWVEVXTMrwgIPw8FcgwEzv3NJSFBUWYvWd9+q9OCYeXLkgzcZPz6QYcZbX1ab4YvV/icJkk7Mu/BtOBKY3GwerZCxq2REr+g3E1n8+h5O/7EbRuXwCy3R/4LP2E2CGd7iMkPMPH8bCZu2Mrb6xeqCN4xtqc+rwClOHFcEoUZhUsJdp13CmEKVKxrKe/bDx4YmQacLCY8f1FCEjLcMdgU+bT4AZ3vHF5y/gz8XL9KJ7OI7MDc+VNRyJICQpQdLEOXV45anDihCTv/d/1BCL214hK7Fhmq6LuahVJ6wfOQ7b57yAg6tW4/zJYKUMDS7DrwE2378WIMAM73tZr9j65L+CxXvDmUpywXOzk22sG2brCvOVOWc+dnWgSeX6zROCh3xeHJSEUuAT07G4TRdsmT4b+7+af3HDseGSZ/NpgYsWIMAumsLMO5IltmrQ3UaWj1rULIBfXkvUafOE1dVhVZmN5DTqfR80xJL2NubL+pZsOE5vjuW9b8WeDz/G0U2bce7gIV2XsLSYVTLMvMrZ6qosQIBVZRlDHpcyPgubtzNvA7NlY81dNg4tqc+pwzDWviqDmERhGx9KR26jFrom4eG163D2t99RlJ9viIrZTFqgZhYgwGpmN9e8SvZ/ieOSauAXp5BcMD14xbZIvcNAAFuzUpC3uY7vi/VWBqVwHjv5Qz3kbRqOs/u3oSi/Qgq8a5TKhtAC0bcAARZ9m8b0HXe/+wEWBJoatYFZ9n0t7xHAvvcbMvqKMPoKgq4eTu/si/MnVgGlRTHVHz+MFoinBQiweFo/Cp8t9Q/18SkGbWDOSbF1UVqZ+mLmYc3Wvi6P0Org1NYU5B9+FaUlPPE4CpcV38IQCxBghnRUZc2USgmSGq2nDw0C2MImAfz0z2RIAsLljjgaztyv71EHZ/ePQ8n5A5VJhY/RAp60AAFmareWlurDA1cNuMucta+ytbmlnWz89pnF6Csq04eXgH16Z08UndsOoNRUVbPdtEBYFiDAwjKXe54shwee2bcfy/vcahTAZPPyqv62PqCR04eX4BOVSHRbGs6fWACUFLpHqGwJLeCgBQgwB43r5FvL9OGRjZuwrFsfcwBWln246WGbdQ+jHH1pAG5NRP7BZ1FSlOek9PjetIBrLECAuaYrwmuIPoF5wSIs6djNKIDJ5uWdL3D9KyoRV0UIbk3A2V/vRUnhb+GJic+mBQy1AAFmaMcVFxZizwcfY3HrzsYATKYPl7Sz8ftXli5E64gTr+jUffV3PZz+qUXZOpihwmazaYEwLECAhWEsNz21KL8AO155PViF3u0bl8vaJwD7pkcAx9bw0Epn4C1ZnQm4cOobJnK46WJlWxyzAAHmmGmdfWM5u2nrU88gt3EroyKwNUMCyNtUhxmIDkaGhcfeJ8Ccvfz47i6xAAHmko4ItxkXzpzB99OydOHWK5ZtclF0JhHYdw+n6ulDZiBGOQOxHBDzD84hwMK9oPh8Iy1AgBnZbUDhyVP47tEpyAk0NSoC25pFgDkzfXgJiOd+m0SAGXpds9nhWYAAC89ernl24fE8bBj9qFHngEkEtuO5ZB5eWS5acgJmZ/eOIMBcc6WyIU5agABz0roOvnfB0WNYP2IsclIaGxWB7X4jCDAnHDffMxiFnd19BwHm4LXHt3aPBQgw9/RFWC0pOHIUa+8fpQ8wNGYNLNHG3neTmMDhcAR2etctBFhYVxOfbKoFCDBDe67gyBGsHTbCLIA1tLHvw0QCzGmA7exBgBl6XbPZ4VmAAAvPXq55dv7hI1hznwAsw6gpxP0fEWBOT3We3tGdAHPNlcqGOGkBAsxJ6zr43sEIbKR5Edj7BJjjANvZhwBz8NrjW7vHAgSYe/oirJYUHD2KtcPNWwPb83aSzkJ02on7+f3P7LqVAAvrauKTTbUAAWZozxUcO64PszQtC3HXKwSY03A9u2coAWbodc1mh2cBAiw8e7nm2YV5J7Bx3ATk2E2MWgPTJzFvqc1EDgcTOc7uG0uAueZKZUOctAAB5qR1HXzv86dOY9OkaViQ1swogG2ZarOUlIPwOvVjHeT/MYsAc/Da41u7xwIEmHv6IqyWFJ09ix9mPYEFGS2MAtiGETZObGYxXyenEfMPv0qAhXU18cmmWoAAM7TnivLzse3ZF5DbpI1RAFvZ38bxjXU5hehYFFYHhXlfEWCGXtdsdngWIMDCs5drnl1cUIBd/34Hi1p0MApgSzvbOLSsATMRHQFYHZzaauPC6fUEmGuuVDbESQsQYE5a18H3lhOZ9372JRa37WoMwOZbNha3DmDvew15IrMTANtaH6d39kRx/i4Hlce3pgXcYwECzD19EVZLSi5cwIFvVmJp555GASy3cQBbH0/R62BOrgP58r23KpzdPx4l5w+EpSU+mRYw1QIEmKE9V1pUhLxt2/BNj1vMAViCjZwUG+uG2Ti+oTZ8CRknIq/Qe25NRuGR/6C0+IyhqmazaYHwLECAhWcv1zy7tKQE+YcOY0XfAUYBTKYRl/cM4NCSBCZyhMATpd+nf2qOC6e/BUqLXKNTNoQWcNICBJiT1nXyvUtLUVRYiNVDhmG+FTAKYkvaBrDnrUQmckQJXKFI9uzuwSgu2O2k6vjetICrLECAuao7wmuMRGHfPToF2UkZRkFsQXoAP0xNQR7T6aM4jVof+X/MRklRXngi4rNpAYMtQIAZ3HnS9J/nvoyc1EyjAJadZGPNEBsHFzbgNGJUorA6OLW9GQqPfoTSkkLDFc3m0wLVtwABVn1bufKZ++d9rctJZTdMM2YaMbuhjcVtAtj1cjKnEaMAsJM/1MPJn+9C4fFNKC3m+pcrL1Q2yhELEGCOmDV2b3psy4/IbdwK2YnpxgBMEjkEYpseScWxdfUYhUUIsbxN9bHj+bbY+tQTOLNvH2STu2yzKC0uBkpLYydGfhItEGMLEGAxNni0P67gyFEs6dQjuA6WYJsDsYRgNuLvXypuao4QYAcXJWD1wDTkpDTSg5k1Qx/A4fUbcfbPAyg6lw9ZK+UPLeBFCxBghvfqhTNnsOGhh2HSuWDzy0CbE7Cx7YkUHFtbL4rJDDf66r0kEWbXS4nIbVSWiWoF9CndCxq1xMr+g/DL2//F0e8249yBAyjKL4DsH+QPLeAVCxBghvekron41jtGnQsWAlh2oo1vegTwx1fKV9AJpb1H4/fBRQ2wemAAkhgTsqv+LVsrBGZJGVjS7iZsnjxTlx47+ctuTisafs2z+ZcsQIBdsoWR92RELetgC9KbX+7ATJhOlLWwZBtbZwdLS538gdU5woGa2GvH3GQsSAvoNcXLAFau/yXBRyJ0Kfy89v6R2D7nBRz8ZiUKT5xE8fkLnGI08spno8UCBJjpOigtxYXTZ7C0S0+jUunLO9ulnYIp9Se+J8CqC7ATW2rrqddveoa5ib1sinFZj774bvxk/PrJ58g/fERPLeq1spJSRmim+wQftZ8A80BnS8bZxnGPBTMRDavKId29ZaEAABUcSURBVCDLSbax/n6pj8hzwqoLsLwNdbFlcipyUitMHZaLvMoPEi67Xza1uCDQFItadcTKfgOx9cl/4dTuPZCDUkVP/KEFTLAAAWZCL12ljTKNuOeDj5GT2tjMKMwKFvn95bUkntZ8lYxEmTaU6Gv/x4kaXrId4TI4VQdgFZ6jpxhTM7GwWXusHnI/jm76HkXnzqH4/Plg0odkMTId/ypXIf8dDwsQYPGwepQ/U/b75G37CQubtYNJG5rLO15xxMu6BXAwl2n1V4rCBF6HV9THqttsyH46fasApPJ2rfb9hmk6gs9ObgSJzJb3uQ273/sAp/f8ivOnTgf3lEVZt3w7WiBSCxBgkVrQBa+XtYuzBw5i7f2jjNwPpp2sZetkhA0jbRxeWZ8VOiqJxCT6OramHrZMSr2UNh8NeFV8D5liTEzXiUFLu/bBtn/NxcHlK3F6zx69r0xvkubeMhdc+WwCAeYFDUhl+rNnsfPfbxu5H6x8lLCoWQA/PZ2M4+u4N6xiJJa3qQ52vZyoT7WOWuRVEV7l/y5LxZ/fME1vkF43fBR2v/sBjqxbrxOHvHDp8DuYbQECzOz+u9h6mUY8vHYdFrXqbOY6WJnjlL1hy7ra+OX1JIjDZmp9cGO2ZGjufb8hlveR6Cjyda/yg4bq3NfrZMnBSh8r+g3ED7OewL4v5uHsH3+iuKAwmIrPdbKL1yPvxMYCBFhs7ByTTzm9dx/W3jfCrLqI5Uf8IYg1tLHi5gB++0LppI6KkYjf/pZ1rwMLpFyU/dcNy5XYrzpAivQ5skF6cdsuWDNM9pW9iLN//HGx/qJOxyfMYnLN+/1DCDAPKeD8qVP4+aVXkRNoGnFmWqQOLtLX56TYOlHhQC6PXDm0NAHr7rOxwI5i0kak4JN1srIN0rmZrSD7yjaMegQHlq/A+ZOnUFxYFpV56PriV3GfBQgw9/VJjVskac8Hli3XzsS0U5r/Ajyp0pFo49sBNo6tqevLgr8ybZi3sR7WDy+LvCTrMFLwOPj6HJlilBqM/QbpslWFx4/r6cWLlfFrrGy+kBao3AIEWOV2MfJRnY34x5+6wsJ8y5zzwap0yrI/LDkYiR1c3MB3mYmHvmmA9cMDkGg0JkkbkcKtLHtRphflkNVFrTph61PPIG/7T8g/dDi4p4xTi0b6Frc2mgBza8/UpF2lpdpJ7H7nPeRmtoZXICaFaiUSkzUxPyR2nNhcB3/OT9DVSeS7R2OzcpWDhEihVdXrJYMxVIOxeXt9YsKfi5ei4PCRmiibr6EFKrUAAVapWcx+8Nj3WyCZYjISjrnjqsqhRfi4OPIVfQLY+15D5H1Xx7PV62XacP+nlga2jrwitJsr+r8sMvumZ38cWbfB7IuLrXeVBQgwV3VHdBojVcYlzVnWI1zhwKLhhMvKTUnx2p/nJOHIqvqeWhcTcMm5aL+8moSVfe1gjUOXr3mFoy2p7rFx7AQUHGEEFp2rnO8iFiDAPKgDOSLj0LdrsLRrL+8ALARBy9YbeTdPSIWsEUmKucl7xUK1DY+sqosfZ6VgSXtDpwxD/VPFb0m53//lVzo70YOXHL9SnCxAgMXJ8E5+rCRzSDHWDaPHB6cRDaxQf6XRvWQnLkgPYEVfG/s/t/SUoqkQkzW9A7lK7/GSU5XjsUn5SraOyv+sAL69814U5uWhtLjESenzvX1mAQLMwx0ui+YLMloYv7G5Kicq62K5GbY+VkRqBAoMZCrOzRudQxGXtPX4+jrY/o9ULGxiI6fiicpVRDJV2cKtj4cqePz60aesaO9hXxOvr0aAxcvyMfjcwpMnsXrocOPrI1bpnGWvWMPgUSzfdA9g5wtJOLSsvqurdwhgDy+vh91vJGHFLWnBI1GkNJSH1rvK95dUt1/W7WZ9aGYMJM+P8JkFCDAPd7je2LxiJRY2aWN0fcTyDrGq+zL1lts4gLX32Nj1crKelsvbGNwAHe/pRYGWZE4eWtwAv7yeiPUP2ljYtGy60KPgCvXTgozmelNzcUGBh680frV4WYAAi5flY/G5UqW+oECX+JHjMYyvzlGdabWGsj5mY80dAWx/Ogm/fWbFde+YJJn88ZXCT88k63JQAtn5UTiEMgQIV/8uW/uSkxJ4IGYsLnj/fQYB5vE+lyr1B1etxuK2XT27FvYXJy5Ti7I+1jiA5b0D+G5cqgbIgZwEHF9fN7hWFuXsxcvWtjbUxcHFCdj5fBI2jU/Fyn42FmYGgoV4PR5xhfpC1r5yG7fCb1/nBCvVe/w649eLjwXiBrDnnpuLc+fyUVxcgpKSUt4cskFxUTHOHTmKLVlPITupkffS6qsRlQnM5Jwx2Qi9blgqtj2Zgj+zFfK+q62TPmSKT9+21NZp+RI1VesWep1MEUo24cIGGpQbHghCa1GrALKTvbu+FYJVpb+TMrB+9Hic2v87r3GHrm36zVKtLeGI8CSSn7+F++In//EvHD12CidPF+DU6ULeHLKB2PdE3hnsXbkWizr3xtdeqJFYDWhd5lTLkj0EZDmptj7NeHHrAJbdZGPV7RKh2dj5UjJ+n6cg+7FkQ7EcqFnpbW09HFtdV5d6+uW1JGyeYOsUeEkiWdwmoKO+HDsYAeoSUD6JuMrb++uEAHKad8Cu7MU4wWucvs0h3ybcEP8mHBGeRPITNsAapAxAs5teQMser6Jlz9d4c9gGbbo8h5EZQ/Cp5c8orLyDvXi/Athk7Sy3sY1FLQJY3DaAJR0CWNoxgKWdgvflscUtA8jNDK6zCQwFin4F1UU7lhtQfJ1g4wuVjglpA9Cu87O8rh2+rn3vO3u8qjkiPInkJ2yA/b9re+G6xNmolfQkbzGwwfVJjyPDegSPqy74SgV8OZVYmcPVj0mU1DAIIslmrNat7Pk6/d2HUVZVthRtzVHt0dIaDdEcr2/6N6c1IBwRnkTyEzbA/uf/euDvCTNxjXqct5jYIAu11CzcrO7GO6opIVYuaqjKGfPx8M4fk6nDD1Vj3KEG4UZrBq5RWby2Y3Jt+9uHCkeEJ5H8EGCGCNWyJmGC6oVPlHcq1RM04YHGKXvJ1OETqgtS1aMElyH+wAsBBAHmI7Fdp2ajiRqLF1QbHYXJmoVTDo3v6x/bio7eVC3QUT2oI30vOEZ+BzMiOwLMRwCTi/JaNRv9rCH4VKVzKpEAj3gAI1OHX6o03KtuRy3FZQGCL7bgI8B8BjC5wOqoaZiseuJzlR6xA2Ok5Z9Iq7K+lqlDSdxooCZz6tCHviTewCbAfCg6mUpUahLeUC0xT6WBU4n+hlBlYLraY6IZyTp8VzVBuhqP69QsAsyHvoQAY6fH5cKXqcRO1nBmJXIasUZRuMDrI9UYt6m7IAMiZh3Gduos3uBwy+czAvMtQLNQx5qGu9VAfKgyuR5GkFUbZBJ9faIaYYy6BfXVlLgMwNziQNmO+IKbAPMtwILCs9RETFS98BnXw6rtwK82veb1/89TAb0pPpgyz/1ehFj8IEaA+RxgMv2TqcZphySOiethXA+7EoBD1TbaWiOZMu9z3+EGcBNgFKFew2hvjcArqrVO6riSA+P//As4gddbqjl6qXtxPVPmOXXqAt9JgLmgE9wwkrnBmoE+aij+o5oxCuN6WKXTqe+pJhiiBuLGhOlM2qDfcAXACTAKUQvxWpWFWgmzMEQNwseqEWQ6kdGWf6Ot8n0vkZeskY5Vt2h4iVbcMOhiG+K39uQW2xNgBNhlzkhG1yNVP50izfUwAkxAJrUzJ6seqKemgvAiNNwCL2kHAUaAXQYw2R9WJ2E6xqi+urq4jL7Lj8Z53z9Qk74PwUsqbQT3e9GBu8mB+70tBBgBdhnAghdEFpSajFGqr97vQ2j5B1rl+1qmDSepHqwwTx9RiY9wx0CGAKM4KxWnjLaT1GMYrSOxTCZ2+CixI7hROQOTVE+kqUeYLk8fUamPcEP0R4BRnFWKU6YTE9VjuuKCVF7gdKL3IzGpLi+R1xTVQ8OL04buiDTcAAs3toEAI8CqBJgIVhxYgpqMsepmJnb4IAqTNa/pqhuS1ASuedE3XNE3uAFoBBhFelWRCsTqqmk6sYMp9t6MwiS6/lRlYKrqrtc/GXkx8nIDoK7WBgKMALsqwEREkj5dO2E67lUD8F/VFDLVVH7Bn/fNBtv7KhPj1M2op6YwVZ4+oVo+4WpwicX/CTCKtdpiFYjdkDADA9SdeFm11ifxcq+Y2eCS8+DeVC30icpy0CkjL0ZesQBPtD6DACPAqg2wkOhuUDPRxbofz6r2GmKMvsyEmETRL6o26GPdg9qWlIei86YNzNIAAcaLNmzHpSMxawZaWKP0mgkzFM0CmKx3faYy8ITqgg7WCNxoTee0If1A2H7ADbAnwCjcGgtX0uyT1QS94fkD1Vin2XNK0b0wk74JVtdodHGP13VqVo373w0OjG0wK2KKdn8RYARYRA5M1kwkuUOO2PivaoIvVBqTO1yabv+lStNbIQaqO1FXTeV6F6/9iK79aMOoJu9HgFHEURHx9WoWMtQj+KfqeLGaPaMxd0RjwagrAy+oNmhujUEtnuUVFc3XxOHyNdGNGAkwAixKF3MWZEqxgZqCoWqAzmyTET8TPOILMYGXnPH2kOqnS4MFq8nzOBSCJLogiZc9CTACLEoAC14Qer+YNV1nKc5Q3SCHIBJksYeYpMd/oDJ1okZP617UtThlGC8ny891DpYEGAEWVYCFLlYBWbI1AXeowXhJteHG5xivi72hWuIeNQC2NV5HxqF+4W/nnCltG3vbEmAEmCMAk4tZny1mTUdLNRoPWP3xblmSB6t4RD8iE5tKpCvZoGOsW9BGjURdaxrhxevbsevbDcAmwChwxwUu0VgdaxraqxGYbnXTNffmqYCOypjoERnMBFxiS6kg/6TqjC7qftTjdKHjmnaD82YbeCIzhR4jgAvEaqlZ2rl2V/dhjmqvna44XyZ61AxikqDxuUrX1TT6qnvQwJqsbSy2pnOL/XQWbR57mzMCi5EDp7hD4s6CbJ5VahIGqTu08/1QNdb7x8QhMyKrGmahjcgyVSinAryqWuqMTzmzTQYH1xBcBLfP/BkB5rMOdwtIJUqQNTIBmRQHflp1xDuqqZ4OY0RWOcQE8JLV+YxqjyFqoE6Ll43kwYiLUZdbtM12hAarzv8mwAiwuI5aQ1OLiWoiblH3YJLqgVdUa0h9RYk0/B6RSTq8nNP1umqp607equ5CipqgNyNzqtB5B0kYudvGBBgBFleAlXcQ4pDlPCpJ9rhP3YZnVAc9tehHiIWmC+eqdnhA9Ucn9QASrMksusvr1TXXa/lrN173CTBeEK66IARiMi0mWYsZ1sPopYbqgxZfV610JOLVqEyAJd9Noq23VHNMUL1wi7obja1xOvFF1rgYcbk7GoiXE/fz5xJgBJirAFbxYhSY1bemoJH1MPqquyHVPaTChBQNFocvWYzB5A9zEkAk9V3aLG2X7yDf5SPVWFfNuF3dhSZqjI62gpXiubZVURP8myAPaYAAI8BcDTARaigqk4LBN1oz0FBNRHdrmD4SROr8faIy8IVKNyIBRMAlwJI2y8ZuAXJvdS+S1AR9Lpd8x0uJGXRUIUfF39RCZRogwAgw1wPsr8INTjNer2aigZqM1tZDOp1cNvK+oVrgbdVUR2kCCdknFYzU0hyP1CqLrGRKULYJSIblm6q5rtY/XN2KjtYIWGoirrdmlB1rwkjrr/1Mp02bXFkDBBgBZiDAQqKWVPzQbbbOzFNqMppZY9BPDcFYdTOyVBeddv6iaq3Xlj7U04/pGmbRStcPrV/J3iyJCCWLco5qhydUJzyqekPO32qtRqGhNRE3WDP09oFL7Sa46KRDeubvcLVAgBFgBgPsrxd8aLpR1o8EFvXVFKRYE/Q5WF3VcL3nbJi6FWPUzXhM9cQU1R0z1E14XHXBU6qTznx8TrWHZP/NVW3Lbu0gjz2rOuj9ak+ozpipumKq6oaJqifGqT54UPXHYDUIPdR9aGWN0kV0JTq8IWGG3mTMacG/9lW4zorPpw0raoAAI8A8BbCKAq/87yzo9bSEGahvTYVlTdKQS7fGI1ONQ1M1Fs3VGLRQo/WtuRqNZmqM/p8c2pmqHtXRVANrij6N+vqEmbg2gZFU5bam06VdnNMAAUaA+RBgly6o8lN5l6K32XpdSqKmireKz2f5pku2pKOmLWKtAQKMAPM1wGJ9wfHz6OSpgehpgAAjwAgwaoAaoAaM1AABRuEaKVyOYqM3iqUtaUtTNUCAEWAEGDVADVADRmqAAKNwjRSuqSNGtpvRDjUQPQ0QYAQYAUYNUAPUgJEaIMAoXCOFy1Fs9EaxtCVtaaoGCDACjACjBqgBasBIDRBgFK6RwjV1xMh2M9qhBqKnAQKMACPAqAFqgBowUgMEGIVrpHA5io3eKJa2pC1N1QABRoARYNQANUANGKkBAozCNVK4po4Y2W5GO9RA9DRAgBFgBBg1QA1QA0ZqgACjcI0ULkex0RvF0pa0pakaIMAIMAKMGqAGqAEjNUCAUbhGCtfUESPbzWiHGoieBggwAowAowaoAWrASA0QYBSukcLlKDZ6o1jakrY0VQMEGAFGgFED1AA1YKQGCDAK10jhmjpiZLsZ7VAD0dMAAUaAEWDUADVADRipAQKMwjVSuBzFRm8US1vSlqZqgAAjwAgwaoAaoAaM1AABRuEaKVxTR4xsN6MdaiB6GiDACDACjBqgBqgBIzVAgFG4RgqXo9jojWJpS9rSVA0QYAQYAUYNUAPUgJEaIMAoXCOFa+qIke1mtEMNRE8DBBgBRoBRA9QANWCkBggwCtdI4XIUG71RLG1JW5qqAQKMACPAqAFqgBowUgMEGIVrpHBNHTGy3Yx2qIHoaYAAI8AIMGqAGqAGjNQAAUbhGilcjmKjN4qlLWlLUzVAgBFgBBg1QA1QA0ZqgACjcI0UrqkjRrab0Q41ED0NEGAEGAFGDVAD1ICRGiDAKFwjhctRbPRGsbQlbWmqBggwAowAowaoAWrASA0QYBSukcI1dcTIdjPaoQaipwECjAAjwKgBaoAaMFIDBBiFa6RwOYqN3iiWtqQtTdVAXAAG/tACtAAtQAvQAi6wwN9c0AY2gRagBWgBWoAWCNsCBFjYJuMLaAFagBagBdxgAQLMDb3ANtACtAAtQAuEbQECLGyT8QW0AC1AC9ACbrAAAeaGXmAbaAFagBagBcK2AAEWtsn4AlqAFqAFaAE3WOD/A1V5Quv1QJR2AAAAAElFTkSuQmCC[/img][br][br]What percentage of the flag is gold?[br]

IM 7.7.15 Practice: Distinguishing Volume and Surface Area

Here is the base of a prism.

Information: IM 7.7.15 Practice: Distinguishing Volume and Surface Area