20041
Question
A {{club}} club decided to hold a BBQ fundraiser.
The cost of the venue hire was ${{m1}}.
${{m2}} was spent on food and ${{m3}} was spent on drinks.
If {{people}} people paid ${{cost}} to attend, how much profit did the {{club}} club make?
Worked Solution
Cost=m1+m2+m3=$t1
Sales=people×cost=$sales
∴Profit=sales−t1=$profit
U2FsdGVkX1/YpPMZ/T8IoP2IoeeeN8R68hr87dfrlomhyqS09qY/p9QT1KSmFMr8DE9WsVESCUdpPsACOJyDL+oiLYRYWfkQ0hFpryxCqal7NFIztMFgWoaH45Cvt9bwiksjCRRVGO+1w85eVMf8rTV6WlwMh//d6/ixbasDrrG/Fp4Em2be+3OEsENWrPW7B/UoT8bDbRFmzubowJQqmpcnOHEebeb0NMb7yy8PK3pEnO6Ln74kXXsOf8PDZgMB7KDO4QbKXgRjS4LyO7aQdUzri60JJxOaSClzsonvLRHZkqSSuP1lwys/IFHxY4Tt7M/FjBs+nADqYMgCsn0ALzwy5cXMlHZ9cF0B/JdiSAlQe97wjK7RZOlfDsGMQ5Wcn8EqzIYvGZ4snQFKC93Rm/BFIu5o9h2oCgD3RoPnPEWXmSN6jiAurzYRR0CeN8xwhmW0qmuLnLYSZSrcGqWkxj2QhMGyFMbTQ98ndlb75W+F8Y0gBHoI3sim17d7T7H5l2/jxtNDobNzHyggErxsdyvWlaXh2+4V05YE62nTDd7xElC072zhzNrADmorh4qlgMsDmQWI6BgjuORrZ81JVGG1k2WYa6vEN78rVw+fr413jtZllIWmEQNssIt3n3lwzKFfRt4mvI8yXRfeLe9bD3xO08uhR6iTLn+H6XAEul0vHgwAmQwpkDnWWXnOCKJkXL6qlkGY92myBqeaiw97haC4QHcH9bS13TjWrGH1fLQ1WudBrZ3hZ3A6fjf2LESZ+zDp8KKbenuN5DEtfBukzRhx/gUk6PXDQD8w1bTmhwn9ndohYi9GlqmagGYdalearEIyxXC2a5kLHbbivPjkD+wCWPARw0wjiXuopRAcKv/fHLGGXIeZZnHnOtU400kocGbUeTJpUvx+PJ/d5ZkpLcQcDis48ugU2BGrm3rJAYoNLR5/8RyldJ1ZCzR6EUIaQbQZacagXhvaSiBNSvwsUf0lxXr4n5iinuE8va4IQXzHL8a63rzcixNqNZGg/VAYrcR1i0/yX8wnd5EBZttNJv6yfilGI8nOl60YIwe2fyfWDFh9BOsI1gYKXpFGuNT7iiE1Y9soviWjIGQtohN4G6r3V6ThkZfgrFwAGuLNdOPuqdVeDnbRO69JaDeXyxv3FW/Al06i0ugPJFaIXgWOZATFEqLnD8XTA2E9Dy+M9Iem3q8Jf43nDTPBg+uF1DuT3hV0mV/GPkQ8uayFdUhg3HJtBbg6kDNqBuhW42j4TpSTGXPeYsnx+EyXb5NlWY+FvrJ8TWr/c4CbmhyIsGZUVN5ePHcr2g//qe/c6XBXpCQy/nGV35pkxaRPmngqk4BBQjqOYSu25F4Ab9jn4Zp+mVhLOCDSRLJ3bjM4e/qooCRyIw67PtmUo7sEJfZpLsGae7tTtP0k0ry7gFVBJqwccsj1/G8THoOK6CC6JEjFmSf1vzjuMKvI5RX6tLxswEvsFyfuCdmevofhoisXKhsZY8wQfl7FeBsQm6ZYqISV94wsomYwNDRuB4jWnt3pMekKAxWFsZ4rt7SYxhrBgni0huHpFSXLtP8RXokOewEgwu00WuwnYjb/ct4oIEhgIevbzlQPKp2tebMx3aFPKcDTmwIj0Z7DtMANUz3v6BjDdpCgHox7sizKPQANupribdcHAudWb8XgRwWyHvA2KCytDKnP3ch/Lhzz2FDC/GYXrZ7OBuDCBKU7yd2FE0xQTDaxkgP0FIeJEDyetjrYvcGr74UkniFOTL3Xt6+emtlQ42l6NYUQQuAsRxDfHCTSQ9JQfqStOz6Ib3AHn5H9xga5SqA/kglVbVMAfjHhvYqGmJNZaESlkyhc9BO4QfQ9umUPPpEADsYAldxoTPHiRk/5nwGzUCupHsOLUz2GTnF3unsZrhbvxwbAUxSBuGH19rLEAmYyIh9R5/dJ9SjbtThrVPZg9yJe1u/K1s6yPnRpjWchUxeLsouRFe9Qp2kIl04qSNStLyM/dtBDNiMuGiZB4yciLivFko9Gtlxvpo0FZjqgvvboqmrcg3GV1NVhXP/+SasWobD84VY1tKb9PFxvjbF3XsbE7E5eMSP/SwXDe/3HH+h9CsPucB3wgMyqgMBH4ZYP1QOS9uhhyB+DO4HnuUDxbUSwVDP9cpdRPQM06jBOMp7HaGDTxvrvEbUVPJaKgLyTJU8YysM+AmNr0QrPTAJkYIMTubYEOIiZqe8gGH8yoMSHV4sUXE0tyY3dJFgxVawAJPcUvII8ibEtDQhkFHppvmRZ5KeZ/WMQNkyVH9IcnY+721Tck4mJiapmH/gO8UjRkqzjyCtMnn5OS8X3We11F5VUaTJK4KHspi5GB4rpsxrbjV87GE5Ip7pefx4/1n9R2CMFBvNRdeZ6a4vskYUg9TYHMyzqbnwVRXdXE7OcRyrK1sRheCL4paJOAq+sXuk9t/fn4onwnlswS59Xuaa+2v/80T8/3zNFlZMIWT/oWgG+FtgJPAJwFirIUb0tFL9yoA+kz0vCynsZYW0mJcWfjXWMkRuI+I8XTuzEF41fCS6ZG54GK9cHEBEUvFnlimYpwkjt1H6kV4u0ZgwgBYyc0rNwgWZGjpGyB4+EEe6DMFVvJDsR94xtWcYcdH36rON2kkeIn6ZiaBvYAutlU1p6VJeUyiZhKnux4nExMskDayKlB0osDBm4SVM93rl1r0beZbV9FvkZ3yD8myIw8Bf3cXpvMrevYVawE3O8BlFtV0MW6l8ezYs2Ug41dpgCrIGEchF6rFW4bJqz5AcR9rzGkWj0FBNzaP8bQxo13ohXN14acfP9I2XrU0WtNO0uf55DYTzu5EniHad3VEvo01PF0A8qt5onL1hqLDS+XOihMGmGsW+nLbtuZU2ayIqRYGSBGIpscnmFwKdpZabM/RD6f16o+WsNvUaOyo+OvRGlmtaIlYnAMY+x05guuKKhApfNua/UlH+Ebd2AzJESEfEQWYgyZeySi1YUuQnjaYfB4zhVusMqiyFstieQcDpaguDNOMStGd29ZR779wYvGbALfualzLi5e3lbWRGgm5utjaekP85x9PBsDyZxxTjAV4ziHagJNmBBnaBKcRoaVP131YSq1+2rw7K1OOPTS3pKao9X6CknWs1hArqKpIaNtExPvnl+MmdKsaobomv01juTWUX4CskIEeFVm+9NPGpj8y5nONl8NeFpgV6sAHPyi9oAn+zocgBYrJwODGQfO8BJrBwINRdLJvk/JqEHKEInf0ndu7c/h/k3+uuPKCiaVNMbFsiLCWakUBNOOYpAZCh6mXFefOOL2QA9GvUz1Nm6RuCpHM0A2q27Q5YjFVHZOzZajZiXdl4Ix6zrBpca1Ilxxzjvf32DzmfjdzZqyRVhi/RmJWwm+8S8OEzCxDCRAhWxt62/0t68jtJbZALWM9cYtbvFgVYaGDytE+3Hjnh7+tNFnkBUoDZWkcHKqF/RqwYCM2h50YT9kR9Yf9yOxOXrbkaFQJ4elnZ8Ad7Dg+LccuXQEQ4zsjrldjww4osIbjEc+ze29vBDMCNiWMPorO4zns8zF8mEPETvQEzViCiTHt6x3E1/emWRUKM86JnnX7IyS36JNPuEtpVvbc4MMIHd3C2tUBG//2/d7S3ZeWMFyaSSup29U+40oxpf3oQmZiaQJLPjHRGaQ5SFpyWkbzja7U22Eoe0BVbUJVMeF/ilSfa0H5S05kZzQYkJeE0w5yPh4EA8lvIUhXvumN62+vYyOib2N96B/YOF2NIDG7qzsYOvUh4OnF3vl4X8vwVfr350y9rahs4lEDTwizy5i97YpBmCOyMgXQkkdxkFZ+ammVARMNEQEpkuWhIu7dbAUeAGCR1PLCjKYqANxNXPZIo6TYMcCDnVljQvzO9Of8qLe732MrcO6IyYfigZs3Q0HM68EdAfre1AKMK3c/5S4VQ5qazQewW1OsaDTvoGjemDOA46NJBizGSwTajm5cwi698MZemjAbbrg1rmyr4TMNDis74vJIzmgpGnh1V3UUvgUIDAp4sylusxDp1wMzTb3otK9rLrC6kRCK8cSKFyjxgqaPSTeH3zVDXKEXqHN7+n/lP1IsdvkaecfAE0+TSmBlTVQ7h++dNIOzA0uvShjpryf3y3mzEtj64GmO5PtCFwd6nuYAStntTP3AyoLtLrnYlwOinzVXlCEHH/8/lgnY7qwRyx+fENp8/7MT/ntfN3/NuPTMpduPwCn6nLgWIpsP35ava24jhJK8B+LmaxXcRS2jW26ewGuZdEtpYEFn7WxT4rI2MG4BYFnrI/vsc4HktHCc4yhjPNmKjqoFMwhsb2hb/tzvSb0gkpk+BuYuYDgOiiIYTvofTRWCBox6EFo13vxR0lzcBpycXxMrpFOGzUCRnFnx4RaAOEva0zzgsLoug0vB00l8bGpb+9YP8WGXWndKgevYf/vZHCjE+U48A+qDf4WmqxVPf/8vz0gKmADCwfgD9QwbUzPpEx/wiFjPN1LyVHtx4rnPoyrtfgMCYoS+2Oc6405Ikg6KNqzgA48DTt9Bs+V26yn+i1GS7MECFrW4IO+kPg0enr0ZEGvEHiwa0go15P6MP+yGCadH+H8DyjF/U0XLqthz8e1VEkJCTpuwlPoL4FknbmeUp32nxNs1dxQgh3rdzplKQ3c/96OXfK1kMA7joKUJBgkfaJylqx2eKyU9bK0VFezYXaq775KsCL8C8bEAB1BOgSdKz+Os/UQdWlNfKZicuGYK7EtMCBhKqf90AtkyRPSPZn/8m/dyjNP6b6W947TA8Uo0yb5qWpqh4KJw4HFNd9R1ftSIMPi7qfBIWEl2gCr3aqDKpOYn3nhQCy5+K2UtT8n4Wbbls7+kz6wKH4445OWcZpRwRbbP2J+z/KSmEt4bw0b1ojF1Xy2GZek1zhRZx1Y6RI7vM2p6NLmx4hscOlma7ArSlpNneYYvH0k3fQ1J+kcIb4DogzNA3fnAbyK385dqaYh5b6l9DbBLTFvJuIVvjs4+vaRmEM1qm+q8jiv1GfYCe5f1aLhYUlPabm4225Kqzq76BcxKwml52hpi39v7BXujOaQ5SKfEtqmMECQMMr4nczmMY+jJDLpu0cSF4I2JE9rPtnhLggTyBrT+gvykDGEu+4cCBCY6ojRp3VRd19By4LyqdAfLvNuXVIa4/UIWYfm7u96TMfXB8CjK8yb2q3h3yMCeDk6y3hscIV//4owWICC+r5J3M3xeY2S9Xls04Gtw4H17mzDoFEXtHOEQAi0aVt1x+vogmEMp1palF/94FLFZ6/RL+FmNJIDSMzbTwr6nVG4FQrMEPhLAN7H+QKoTnDFcVemzSEIykEjUb7mkEw0KszXS0BkEGaeyF50rLDa77SCBK7dCdjVc1I7eCNE3t23J9y5TzJ7acV8uLkDhU0865KLbBy0Yegd1mfGg8vHKvzG6/o11G+Lc+mGXdh4bRsJzSusYXSYcvnmD+adTCrBYbNxhFVVSf6/iG26MSlLB/5vXgUiPJ9z8DFW59QoF2yVe/Zgq/xRcMu8BJwq03lEsGgWTb3Zy4aLceFtPn8H+2u9yPnOajiMsAnpJrtoIhXtz+ckGzqCH0Ywci1GbvUOBYu0hHDnaXAm0+k4v0XOhUeGg1vx3dihIMkI9VH+PlD1nOki1vE/op09diUdXtsrA2lwhAgHFNeEwqhWkhMs/G4FuPSQgZ5y5DYEXxpPsfe8Rdyr3Br2jUWNcxtPWLho0m2+9oaiqzQwdczzee6tnfeRKMnvHPlSMsHbwWq4jlhlzcgV9Eh+cYftORys7i1hr80NqB9thXZBKkAhAtsz7J3DGGoqbaVd5LfKw02xm8IUmG88Dv4OeB4a/NjChAHA1lgIpRKxHFDV2DNnIA16OYy5WE3b5D0wCNnYloTwkpWH/X5Tqc4yFsfoRjTOROgL4sO0sN4TZmOMGx8RXphsTr1oSq8LTrM9dvXkGrpvE0CpRMf0VHqXMONMep1dy0HRYznNXm7W0+8dwsqgEs7KxxjtHJL/VsqdtdifkNnMUPW0Nqj8WVPephi6gtDrzq4dJMEExLVPssyCHwz4S33l6cl9tRai05mqtYC/QzLqW/yLouvJprEyShMlA/dWEYiV7uv/SaH5+Jq7V2cC8ppKMv1upgslHLc5xGuHNqBUZnCDcwj7vTYRwqsb7Oo+WeeI5f8oqAKIXZdl+RLusWa4w3OuZ+dDVVv6hODz9YpoRdApemMuywg40azOyAiwbbskKuGHLU/nDeDJVawbbmG1H7krALrFCpp0Xm4TbB1uDBU5wlwW4smyOkJdjS1QovCBdyMehrJMOp0O4ysKOi8QXQtdqzDoYqUeFS8P9LphhIBvySTm+WTqGghfYBD/oFtHKQ8Wp6SvlH6Z+I5yQuIv1jICMoePDn2/E786Uc2UTxIy9eCPsTU8u8T8JEhAAa3ib0xg+l7snNKnDbrpKsK4Y7CZKq5W6cxNtBJQfUl0PO5fhC5B6QBlvjyosIBacm6LMIsKgkXkQza3FqUvRTv0z6Ut4IfoRAPzUK7DHMh/nEMC8o7AhByc/yCoH4/64Ndk15Ge7bLlUmBdAIyk+BmbqWOK2iPi9vRoKqxnFJtCONp8P4mq8cb5PZ7sqCF47UsIJYZFzkWrKbJEDB78khrUB6VCgBbyxRFLS/imNFmKXPrToBh/r+Uzrvc7QiUYRLjIEv47duaNlM5mvp/rsoF6J0P20PQuO3QMN+TwHIIZJI0baxCgrNDUTPGKBZMuNFjWcyYvTGiobWvs8G3JuEszJsjyn95tRzPWCMGuh5gr7HKMOIm/nxGAUCZiQ/ATmapa2bbjFXZ3RwM1ZSbkQmghcdDry12R3gPgurG/H12gojvuAtx5SsqyyPLStuzR2WVOfCEkUmYxcV6mcO9DAWmFku/3iD7V17xs+hkz7wdcZjQz7mxxjGpSDluccraQGtaZcKQkx4/v09gsHfS0xIkMArI2fIuQFpF8rcAHg7l87oU92J98xNKWI08r45HlwKe+b4ywaAGCjLxTUEHhLw1Qozet6D0BmQ8nB/Fxq8OKlv5S9fqUye3gSDL4a4RG3jnWv3uBxEji+YKCEz8PKszNACjbR7vKB1LG43hbHS9dd1vGSe/aI0zWa6uM4OjZ35UDbYib/XmV38uwsGU+8S1id4td+IPJq6Yy0I+1WqkwKfp9XkUIT6A2+u3PuFQZon+LHcidzgP9Mtx/6M6lzO9G/MBIBTLvKgAp5w2xruoq+2rpEMz1zZzTkLYnKW7IGDVLS5AZRWRVnljXkuhwBQmN2gg2qJWuoHzdZtZ4ID6jXqd/l3EnYGPls+9DtBztjlYHG4VS8sQlQrqZOJ54NqRGAE3eeIPwvtlxj03z4alElFCEalQcycMyUkJNpcDMdqgW0QR9faf34w6F5IDpVqLkRJjysubuozJdLfhUwGroj4sVM3eck1lmM4XoKDwUs7tvKRBRvG1xHlcJIHBJFDXACDA2Ira1329LrPCPfS79vG+ooViU82HWx3jJuY52d/Y2n7d7Eadnu3eZ87wCmHpmMNfRWd6tfAkhKfXq9VEx0qsQCkV/HPNY0vxPxzGumjyQfqrKpIhnvcOqcR2dYq2CEGdUZbOTlAB/nKeeLV90CcjoHizdVUSbSDAEl8g6ObicpySEtkz0Wt42WjbI0/zSQHi2BcdFrrxwsFAMrKfZq3wp+3YlSiY5GRoQXZZPdndiE0tPC7Wo2wa7/GtEPw/yHxl5P/GR4KI3tDbvgPxyX59aVJaGig6o63KUU8mrezhFEyAcCOKOxWuzEt8IZYiPbQgUYkkm9rsEbu0Qbm9tvn2y28jqh0+1YE/SqvhEgj79yixfDgg+swB2U3Zt6TBGbTuKM4KwomwAmUssjK3GU78ltVBkua3Jkc8mqBDnDaDxopnH9cnitdpUrZvHsMiD0EgyYaVtL6oPvbulTEHZCOEbaIbXo1Zz8oN+OolHrOEHHkjaepf1HGyJiPx3Fkh4dgS/eP6sAZmLxXzWXVZuDcpFFFjuRmZBnMPLCpOt+MMtJin+jVd75od390wvSL2lxtOADST2EjZNiBPyF9D3jruz6mhBTKZs0nPweNAlEuc2R8MbW0xtHaW6SWbF/X4EZLOxq1h6bAitFemSqpoFQlXe+AQ3JQqPZD/xTP+JBOCjkRJrsIOLlrLoWegjxHdNLaz48qrRuU69Zz9OKRr8v1wc2XYnVl6eAID8CDkNnFVL+/l2lMe12FsmLKzzEFWTIhGt4A3xD6typpvYOFA2YCQRN3vlKsBF/79aLdpdX/R/k/gixa27HtMaSzK9yzuPTpdmwG2j9K/xx/xfr4Ozo5LdjOkdwI2LX6fBD6eZZgigO19x4RVSq0nR+u4WQ86nLUBCRiDNWiTEt7lxv9IRFJ62QcHCMQBJKYL7Ii71BJK/dty8w5Z8NX3WD0tOP6e2EXxX+r6HdZmeDGXVYmeyiIZoKjafsXthD1KskdxaNBA78Swzh7i89do36L9PM3+rEjXCCfJy2F/1wo5gtM/Magu/4YZd47Fj8aQn127SRR4exOtB0N8xz+stexAfGqyvz61OQVw9OHJMt+plcaLhbKVRqMeq0VoZe+oJxo1SeIvooL1EDLZcuBJsWQLr8xwZz3DjT/T8fhHpvQ53vBq3oC5h2wpsv/QFqXY+6ysVu9ZzaFTwyAqr7SNHRhCtp6mOky95pxKBzCh73IUM4mDZsIAbhUmpZZEe3pOfE/pvoPQJCPit8EX7KqknBn40yNP5/5KijVgQ8Ihzg5fkoM1NUg2LlDl60CohD0SB7uN/3fGwQ7zyhZWxkpYr/czP3V4lBIXod3LgYraD90WTKKna4kWTnAvTDREGxcIwnaTnHc1uRbhY0UaeQ/jv7KDxGUzO2rq5rJd15xLL7EiZiWh0/ot8Y72LGiip+A/+9JdYEKRhcxDfZuD3StZF2ILfuGQUpH90mIBnQ3a6YHwidaIS3OI9soCs+AMBJBKF04buJnPamQGk4U0Wicnl8uySv2KC7FrkkktwOTiP1nx9lKgouN65sfweInzE6HjOqFDhIlJYcC+ZD/RjGGqvIvQRgTZAAWhNQLhXtNBK+Rln0FRwAWVk7s47gb1BfW/Azwo1265ZA99xzjrMaI6u6KwCaL7nzCpJwA+zQecxk5cs2BhpUTMJV6V6KDSrlgzr9iF2TkPmMNzj5NYz8zkM9ytfb3QTSpPqZzSAUiPLMvl3B1VPYCbEVPyU3xPkvGhrrigIUG1xwLBbQBtWTCrUlvRfGsipiu3oDor3qoSSv5oszm804hmjcZkE2naSujxi6aXKWPWwbJetpsEuYU1fDYpRqM8wyxT9UMZbiw0kxUKoZe+6ThfJvLMgfiBEvj6XT+AaNMpJn121y5S0G6QbXEM4yquL6Veh++B5zDlkA0KzrOSHU34jGS5vkvPJKs/S9QwiXqF+8KH3dOnb/52tQFLr+bJWOBsKEUZWxmbU2vv2VrZcwQCyzVdIWg0au3xcNkomo+4vnxMGUBOddWb5OuM21+XhZ7V+gKQtFCh1apxA+mdYPoq86f0Q1xS1LBknC1bvoFO2PporjCMcK75oU31IJtqZKFgDiZy3jY8b9YnJgLOE+1Mq8CWTrKfS2RYL1boqrogzimKQpZoe2j6wvTFwX4iclPHa7pU/F948YJNcHK5ypJdED5bMJdBtGX9mkYbiJGMVrzOuG5K6FGyE6vky5fC6HnoBGy8iB/uzR88mxEul9OZqc1oAm3vRdygVWW1FFOXkkbGkHdgHyAQEV4qOH1XOIqAT0mZGet2WvF6s2vPIJpAAKNxNVStrGJ5KfTXjRV1cGlbhvuRpoP8yL/vdTLb4l7PuxVZlmdfx1uTjLsp22PxAj5D+ACMZ/K0zDJw8GYz1KoqaiPXutaivlEn94V4mbiGr+nJCOj7XJvAAIKDSA93Ioxntf5Bg6uY8iXMe8i3H1naUbe2HDgZMnY6wUpzD0R3VsYHHgCprb4JvzMr/abblCxTwXaCsqjT4zQmQjKOoo3UGClPioN0SDeEisMOXSHXM+r4iEwrmFswds3Ny/R7lsewKNOKA/HEx71W8ytNbGqCRXdwsAQzDLIcTu4xpY7kTdagsk92MER6mksVuH0/fF4r4f+3KQOBB4PQJPruNyM0/WS7YRyQ2E1EcapBWTghCI0p+2foKFs9yNP2sZZJndvqeVZuOXmEXA44h9P+gjHssFlc818vYcUOX2jK5EiTOSyy/4WzXDkeqz/SfGufG8AyYxivEzObQlBdBm43CbIqjcgDx4WUotKGvaG1Jw5W3KoVauc+LClDsAT8ANIpOXymZrZVimC+zuYV2hCg/DqZ/4wTh51ZUuek0MWVF/Vl045WUftGqjw40/KVUJr8Wz8RFvStrlpPVPawkWIOyZJ9bSFHSleDfyvg2SmB/g5yfYW8ZP3wZlryTTmid/eiM5R/aMdT1RsJw8Ihh4DMrFf63ycItLnoy566vmPMX4INJA3ELV4P9j6EEylXiv6w+1YC24g9378QSsIhTU4VWtbMcyg5+4hCO4+BQArDR/hbTI1ff6Wbww1PozbKKnHjxnuTS4gunDXW4d8Phlz9D+tlmFkCyA/T5U+VS0FWo547i513Mtx3fOF9C7p+pTUDw30wJ45HRqdKGPCSNGuDeP+fUCaHhRYxuI1KaZ8nlpnNNoVSQZRLyIwBK170+oyfp1by+zTchp78B+OEm3V+T/qXsN40sjt+zkhCF+aAKE5Di9bUKvK7NgiG9mTq7fN81C8QELxqe2Zk2/AHdl6o9XCQENuyHDuFZddQqdV1tIe6tC3nRc1N3goICwjUXiq44BNKil6qvavU/kVNp3FZKw+csCA6ASVjolqyggHIqfLIpqkS9C/d7da8uBhA6dRAyTMFUsdYrgtn2LSOqB9zQdlXd4mBWBv8/6gJas8f1vJvgj0T+tfCxMMemOA3Fldg5mFBIqtsY20VtKbHxohNE/AJ1iitMMHfXbuX1NNfM4pn+GiEBD1XfAiQZxQx7WMdRO97h21lN6oo8cBpyUaDfY4pZ4Wka9FdHOIPkznX4Jp4I8FudtKCXAkHvQCm9xzKuHInxoMWzK8WU87qjv6JXsSpqFvX6HeK4IJe7JqIjP5odyHUlrqfkCkiYCpoBAcFF2JX/QaeXpJll+KLWyjjzPmBvmJT3q2hLjKjz9pQnkCXjV3gITIZR+2QwljGxSxbz5G+T3yYrg7FL3jfFbf3JPHtyeaO0TYCLhueQy6lIP2eS84gt9hWikmW3W82H88FsUeSUym/BoRPidS4HTmhCUvzLmcufNXbXHrYCVZog/34/suc1BhpX0XtPECalogh346qN9pSxDV9YHFxTapmgMFsWEOaVsJG06Lx2nuQdjEflkPW457ToPqv31VEmWSng9HEmpYoXRZdPyhRKTNcwJfB5eMInh76Es3byON7cezUPYSrfBQOlbRCLQ3yZnZ3fLTwcnWvzyOAgNUSCkvMg3Ou8JVfROhkHK/w4WrjEHE0OSu+nEnKv8ZCInMv0bzMldT1uLlse8FzCynwyW5nBgrboppGmr+ENl+tpPg8eOgUe3wLrp9rEQHaFj7GiZNdvE3cTUoOHUCHB1JFFkjTDUbOiel+4YbAeXclUJB93TOvnlCbNmAGKtpOT7/LX8yVwGvQ4YEYKux8gerlyeqizL803UeqjYD63ECc2Ir8j9IkM0SrI7JgB6P8mXB0O8iZWw+XOpkBqz/t6iN16jxhPQiw8KVYVl9GiemgDo1GO2VK/lKvCyZYbB9izsgfkNVgoFc/OpEVHfvF8sUWSryXzyiI2cI+pF26IysUwOLkzp6LbO6ll6ORw3TENSmS7LBFfq4oC6cP6o+19a0dX+V+Is85t4RHDnwd28K3aU3BXAKXROTursqEwaSMGWHmdH3FJLZOAeXNA7vxJsZVVDmFJ3KjqUMVr58jngCUS76CgPs0E14V0QqSJDH12BcxVzfxAwv7Ez5A9F0A8UiY4dVVo9AdOkehABHMVVuKaqPeKn3m0qxWsIZJTuSw7bqezFP0ueaYrI0Tc82NJ+0bbtIwYKK3q+vCen83RH6h+VmNj2exGx2zH0PTJoU7c9vfeOBHWo+1o7HOQ3VIG7cIJu5iuOqvvMWBZP9SruDnOkiHpu/kemIz1G5TKds2CjX5eEau0lARjonuDFCTMFw8m4QMRihrMtDpCO/2CrLehcwqOiNyZio6nlMTZcbd0KoVLQlzZ82bDfBgNYSipMkkofU+2TCwoyih24ehog4Md/wPtqwUi6IcqgwYBPCBdpPYJi5gTngNxmkj6hNTo6T0lByL0kjGCo4NaIIjlwYUK+WPoCyswbEfXIBqRTjeHAw2OoNxa6JmVvEdQYdrUnBwuV/v/wkaBL8JoEhed9sblNOpZ3sx7dtNf0RYeYrxo6xMeL7HR8F+PYcix9fqF/MHS42VSl9bP0wxZzeIYhq0Til0q2+cLEkBm4YHVewHzmfnFIzQX2TKpaW3cn0YCSMfCzZ+bKnDbgxRUReRJDC4EisxWX0HowyMWx8NhpzNGF7NyG9/plHC34UftVvidBFbqmVGAOv/bnZfed8xMvh+pWHYcPidBXXbYJkox8ldD8vh9YyZ+FyGaXSZg7L1dfN70VQn/CrIc/F6EendaAjZ0JIF3qIVS1cgfigWvDnBUjicp5gD7EXx8oQjGLv/Rv7Xo3Z5FKy2iGQxleK4M1zOHMMEZS+eWStRND9dfPi3AJQAFiueOAKmeIFWXxa+DXURdQCOXB0QnKDSDNvBDOLgh+jRfMZG+KuRUyf6fT7gf9PQyrVpDyZ0yvaAEYXhVgk8l54JEq4bz3dLJ4w9TkozsyQytwIsJTaOZNnLDN6W3ElytNX7T4sGPInku2Lv8BDS6LCTdJ7v26NlDKLE++amtqMFHLM31Vih3QsuvhcbPI4ffqIGa5MvJb0yhI3pnf0BaHPvS9+VtNWiw0sQYRHSgU/O+BEX9jjSFLi57bTMSuIctoeet635nCTzcKDLLYupDtoH8S9ziaz050Xo6F/W4Vt98ytdtYeebhxtfkWNukZ2gYdJfeYeL2yX+U5vXmw3P0AFe3ypJ3kUPf7WhXcjNSef8OszjmmZeleLIsb8toRR9JSydfrNiHkd8V3jd38sB2j0UU22WIvLLxBTluGX+tznLofhN4HdhH0ROJUBtjOOK7B87UUSW+TmP5pihR+/8/652qiqq8esXQaIKqbubDC2qlu7A6ZBtxLm+50FwD1RPr+1DIhOIkoY67zdDVVV6vaG7nk0fo3PQguvVo195w+H7sPw6M7LjrCnWF5MLirN0IrWjbMFU0P1lHdu8+xoOifOvo73H4Id2fUJJGmv0yFYD+AoxobZ1/JSt4uA5qKlIjm01B1KjYXmZ5ajr0BdeS04A7gPfps8iRBR87d39f/4hk68xVRq4fIkXlMrIA/jkhkNEQiioeR6vfUFAFSps3USdyYB4Csa6HmL4XhsEPG3OXO55WD5RWb3pXm1Zeq05j/pwC4oiF4WN4xZ7kGbTza+ngVObt5AbK0O2eMBRoRK1NHzP/o1/PQPTq/smCMwKzr6yGN9EE60x/In8V4o17TS+DavYAeVwSyxWIyR4s+BUi6QTUAplJ6Db7O8oyjI9GgcB9Y98Gzwv0zmaVdA4jwvu8csnRfRLG5Z00WWaDZD5sci9YycdUPj7mdahuYT5SdP1hjjWiZBz5i5kEDPJbnsLzDtxjDRL9i3xYbQRs7jtvAkFKmYGy15dliIgD7dmfGjwKoNfet9X9+H+wM9pFUNiGhxAtHFogC2R/gvtOAnnkKOEwB0hYKk5t/8she1TLnvJ1IKy1tXINhsuPSuj9BpsDADJ4sW4vAdd+5lgeWhrKK5q2kj/2a6SKOzOLtgdkECIPtDwAREDejkMwKLMTHW44uHERqXAKkZj6PZWDeloUkerWxrBmKjDC+psX+uNPjHfXWIIOTFpg0h+aUGohiOBx9OHa8KwsYbgvNu/sY7LT99E6RapB1q5yKl+VQ16bs7tLYpXAUUIfpHO/gFl9HdgeIFD6hfk3qCNe3kXh4U4ETQEWj1jlhiB93W/f7YSoogS8PnaEppJfAKR2a6LgsC7ISKFKvTZzM8AWv2dUEe3tYyaOAttsjYDM07HFyL4I+6xA97Klfnu0dZ35PgnZ991YNLUMXTOrB4TNMJRDEapqBcXAx9akODQsU60y/Z1zfabqrE0s+0nA4xXZFV5DlLD10fBWOt8KZnqCCG9msnXhd8kl8RqZixuE7ha8HNabHZ/lCe0U7fWxq/VPNxPuZ72JUxTxtUEKsu8lAj3Ct5xaPxZ9S3twEk5Zr9nlqQ8f/RcWaU+saJ3/Ldn+rOw9eaaXwCWY0GDTuKKvQB610c/d9pr3KuMGeG6TyhvKsG9sQ+JM3NTYXx1wGZiTBbPAXTx0/jkIqKtiUjMK+sg0Lo4LNEXJWgJ0DGvP9+f3YxLywPRacmErkTtb984mda74SRlOGME3746f6M7SyIcuv+k/cYqOI9oU2w6/HnfrH3DFbNZBiUcRuA11iRUtUvxW2yzJhD7BIXJHZEw/SFG8Xnkd4PnJSYnq2toI6jMW+7alvyFioP8ljFjdQnXw2AuFcjqreH6eXhU2ERoRQc25OJCXpD7X3RJxe7h/Pq56wVaXclp7Hw9Y2hp0VLs/VSyiemEDRtVcw/t2ByjukYDbFng+LZ0IIkGCOr9croGKGzEu2R3D3NzezhdrY83XoGiE1SrwVjYV0kTYQhYUP0sioSK26beAjLRONU8lPg8Gof0dmsoerGgArEtVnv08aCEFc8gpghnswakHKKuZoKC6DP6t869sX140rWmLE4RWSLL7tRml3jsq8YicKOPr5yL0UU2z9lUA/mmbRuo87spYQ=
Variant 0
DifficultyLevel
575
Question
A surf club decided to hold a BBQ fundraiser.
The cost of the venue hire was $300.
$240 was spent on food and $120 was spent on drinks.
If 300 people paid $4.50 to attend, how much profit did the surf club make?
Worked Solution
Cost=300+240+120=$660
Sales=300×4.50=$1350
∴Profit=1350−660=$690
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| club | |
| m1 | |
| m2 | |
| m3 | |
| people | |
| cost | |
| t1 | |
| sales | |
| profit | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
575
Question
A soccer club decided to hold a BBQ fundraiser.
The cost of the venue hire was $330.
$240 was spent on food and $180 was spent on drinks.
If 400 people paid $5.50 to attend, how much profit did the soccer club make?
Worked Solution
Cost=330+240+180=$750
Sales=400×5.50=$2200
∴Profit=2200−750=$1450
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| club | |
| m1 | |
| m2 | |
| m3 | |
| people | |
| cost | |
| t1 | |
| sales | |
| profit | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
575
Question
A hockey club decided to hold a BBQ fundraiser.
The cost of the venue hire was $150.
$190 was spent on food and $170 was spent on drinks.
If 200 people paid $6.50 to attend, how much profit did the hockey club make?
Worked Solution
Cost=150+190+170=$510
Sales=200×6.50=$1300
∴Profit=1300−510=$790
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| club | |
| m1 | |
| m2 | |
| m3 | |
| people | |
| cost | |
| t1 | |
| sales | |
| profit | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
575
Question
A tennis club decided to hold a BBQ fundraiser.
The cost of the venue hire was $160.
$250 was spent on food and $140 was spent on drinks.
If 300 people paid $3.50 to attend, how much profit did the tennis club make?
Worked Solution
Cost=160+250+140=$550
Sales=300×3.50=$1050
∴Profit=1050−550=$500
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| club | |
| m1 | |
| m2 | |
| m3 | |
| people | |
| cost | |
| t1 | |
| sales | |
| profit | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
575
Question
A cricket club decided to hold a BBQ fundraiser.
The cost of the venue hire was $170.
$270 was spent on food and $120 was spent on drinks.
If 200 people paid $6.50 to attend, how much profit did the cricket club make?
Worked Solution
Cost=170+270+120=$560
Sales=200×6.50=$1300
∴Profit=1300−560=$740
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| club | |
| m1 | |
| m2 | |
| m3 | |
| people | |
| cost | |
| t1 | |
| sales | |
| profit | |
| correctAnswer | |
Answers