30155
Question
{{name}} is using the {{recipe}} recipe, pictured below, to cook dinner for his {{group}}.
{{image}}
{{name}} is cooking {{meat1}} and wants it to be ready by {{time1}}.
What is the latest time he can put the {{meat2}} in the oven for it to be ready on time?
Worked Solution
{{meat1}}
⇒ Minimum cooking time = {{hour}}
∴ Latest time into oven
|
| = {{time1}} less {{hour}} |
| = {{correctAnswer}} |
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Variant 0
DifficultyLevel
562
Question
Jamie is using the roasted pork shoulder recipe, pictured below, to cook dinner for his family.
Jamie is cooking 2.5 kilograms of pork shoulder and wants it to be ready by 7:45 pm.
What is the latest time he can put the pork shoulder in the oven for it to be ready on time?
Worked Solution
2.5 kilograms of pork shoulder
⇒ Minimum cooking time = 3 hours
∴ Latest time into oven
|
| = 7:45 pm less 3 hours |
| = 4:45 pm |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| recipe | |
| group | |
| meat1 | 2.5 kilograms of pork shoulder |
| time1 | |
| hour | |
| meat2 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q46var1.png 380 indent3 vpad |
| correctAnswer | |
Answers
U2FsdGVkX18dTD9sltib8nfQssUS3i893ZmMq7U3XVdwSyjuOo1g7fpneweQrffX8app2ThZ1mjPEnzJiMbb3updEFTHGdCyxUlX6SSGMTgBBImXw3Q8lhVLfEDTKE+lgVzrk/4wX1lQE6v22T7iLbwTLGSDUK0j6JSjpWG8rk5B+VRmrGmxCL0yjlded4LDdvTwokjx7zy5gyKeTnj+1Sa8woqzW6nzuEuSEawEqU9ZeHAlL6Lf3DaYwrSyD1OP1+Ttbpcn/GsYU7PQggcXdxQIy15eMHxAPaxt0iBhLwcm+lvSwvGyoQi44USiZBqud459rs3o8mHqMc7giifDvLCIhg+dMGYd/kvSA3yLflnpvwMS0+EAE0dijNeF6M1cjvEro4GlQbofZMKiQ8sA6AUM4424/rH6oi/5Tb5t/5QI6Y7hiKY1K0OSYm4OpBF6TojwVBQ0HSrW1dXLOS52TAQzmgj4jKheTuPThakat29idFGLeNAVPCeyq8CH0D6Ej1D61poc5ByuEajUY6aeO1tmfwjXcZbiGIMutlHGna5hVrACtts88y1eIoAdlQQ0qldutOsjKBum9KFNonb3Voxfls7rfO7qqVwf5IZEwdsuJhlnJt8vvAQbcLEkRy1BS3d57CWEvFEzjWQlgkpU82wTMitfpb+GfnsQVm4exv3QtsBlw8eeHgvxccNNIa9ErIUsePUzpONaGT+f2w/N7hNzfJMQsTpkngh5zQeVdIyVe+4naZKeKJ4szaMjHROTYNcX62muqGVynSxlV7mWhJ3Weq/WEVJCic4/SILWgzbj04DgRKbBOoXLv5l14XNra5rNVAvBaJWMFtZMtjB34RXcHI3E++gCrklGE/7Ck2DMgSgLLyfOa/SI/kAJtp3rJi/GkpI9JtE2jLi6GdfyxGTnXOCx9Uo5Ky1n1kpvtJtytljAdeMfTI1i/+DovdC2AX2b4tubtNx8AcVHRQay8PcD7CztfTKMoWOhxHz6/OQptiZIEnivY8iLVnf7ldjH510dbgYQ7wC5Exr1WQHAYor1OfEbHop87VEO/JJIDKvl1keatSbMEy6Qy/PIm3ge/En9kPsiBEH+iBCynuBMHO/oyUk6m2UHWIjFRJh6CcQ+VzBvoIToWUy5AlwqiQ6EQMSjTk4AoDgsFNv4lsG8SbW3H8dZrpw/j9mu9oQJp4s+zUcEVhx+gLevbsG88ZhtcIJrE1u6EI8YevCUpuNi9G9xlZscYiyA9V7WZ3b9dMqx1ZS0iesLnFR5PkKQiakFwkSui0OiZxTIMjV/sfPbb64Dpay4n/voIhszITJtq71K+YEGQbyL3IM5b1nNYZZ3Z4sbyU6xDomCNt84AB4Sqg+FwikHnbiUi6vqn37BYaJr9oHODuwBgtpNJDOKe22OaALNb9R73Fz2EhU+2/yyg5Mcb05vlXP4h+xPqDNWDZLIlJ1zZKcW+4FYnXuCw7uZdciX1oV2Aye0Y+jDljAjIjSmZcnDRaaOlb3NwD8Vg+Vm/14RNCjMbhoFMcpvV8pfI041v2a18J3S3486g9nM6GGCFdiiTRBJKHRIseeL5lB0Ct4CfqivW/rDUWwi2reMdqpHtC50L+zbdJiYSKQ3M6gYLucMQXtydwnFaibHLazlBnuMaeKWPLcxM2Zr0W15POTgqz31LHQN9S1MRaCBbAzjwjnJPKA+vuT7EoL8weXJ8d0TZ6utjyy1COVkeOh/agTYLvi25m1g5frNW6CDmlcIlBMr4fRtrT9bW2xhY0HKHKmEt5wOXaGSPqRQoTVf6jBwHj8EXbvlP0m5HGHLwiVhf0qODDp0PoQF8S70ycgO8jM4aw/Pj1/a7CvYahE7FmQM0wi+aWVm3AEg0mnY/7YgrUVLgIEsy/js7awfBNfDMl9vAwr6PzWbBnrahyMYRpKa6SyAk0MNL/lySHHGcswBnfO+750jzx+geB/EpzC+WICvvS/ePeIE3hUAGvoAaj8JUxzhP/nZAzz8Hfa8Y5LLoLzFVuhpnznO64ibHHKWOW181SVjUhlmad+ADTTML8SMgPeOee5dDZ5zKe2OndQJrTdUD9dP6lgQZzRajNFnz/xKyiKOZYC0A+yXCqTOCFU0EANQrrKR9XrRJKAc5/dSJugwB0C3OaysIp1QoJi8H/Frno3XOhvJE9mUMkmJNsJ2bsIKgJYHvKPnGrCR12Bdz8QdkyYYwFFPkTiXeZYKnnqnpd3AyYWvhXZXa8H86tIEGdHVDtDUv095b5KLtosVbSsBXdeOwiAXt01ym0RvW8VjcCvZ39gh/MpAGGsItdsMNY1jZ7OFX3UcSx+mPC7QvckyaXtSoZgKo0tIXOSn9YXwmuVj2cMHvqiQtXWwA7izl1QpslErlFwbP/gInZcT+zHFx6f4v65c6HOTdID+Q7ZyuQU3lll7javq5mVjg+jYCZ+T1HRVaSMly4erv9mLEHoO2viiZqxu4/O2m154LG5Ka5A1nu1FdWscu+Ntq22SQNUuLQVs+oDIUd8tC+LMukh3R0kzO4nLG5l8lDgRERYQi4EtC+eKmYcdDPCa5oO2kiyErxDuXzWMFqN5upayfutk/M6v+jq8I/7Tr54qFek0+YBXHBC3yC4dqSKfrkLw2wN+/a9efokX6uT9DKOd2Cf8cNIX+ye3WMLneHmNvk5wK/nkEAWA9DB7VLnGRbBXxguStEcCXtsVgefIlXlcVAbTul7HjnkVz29qg/q6v20uIdl2BWHlqxu3sM7yecWGT7GG7lb7GmkSAdVHRKbxD7uNIVG0XCUd2cki7gbeV9Fv7a2825+hr5ta36qvQIpARdv5ROugqGqwS3NiCUgjreSIAYABYmMBUlCmXZmf95TE3btJOjo6RnVPAURu9/qToaOhdTiBGU3A6CuQN3wCVr8icjQSuq9/Kcnv1aOClS2Oyqfkm6DVRM3xEDL/JVx72dTU9r8Usmm1HtKomv+wpQor/KZDUpkurEY9du97Kr3lRNPqoh7jsDyiT3tHk+b9XsPbkIK9IBwKuPGF88c+ytdGTfVB7JoL2jDJCLS+4K0V7w+j+Wt6n2hUUZ1P6DGeHrJG59VcxCCLgee+celDboE64P2HdK7CclkYVKPpDolOoToofLCSvfBX9doag76jOv3n7wg1C0XBkZ5VaPrFA9rcQ/Z6n75AniRBu6QptjOQNzaJ5T6xBHqgib/sBodDXjMA5UTR8bFW3q/2sg5ZBN1kKRMwuCst3+wvvee063zMX5xPmp71NTmbd10KpYaWHKR+q7BWpEK3Cue8w0cMwB/x8PPzPpYBkh+2viFxzx5FR3jqF/VEUUy9bM/Ftxq8cIhuYQQh2KRFud6ZHQDpTIXBCpKMmuBc0Sh7Fb8TlZgdBtZpr96WBer+9SjZDa5Ec9MbNmh1kcMYqZ/rjEX0vghXRUp4H9Zd0NwNWugMZV/263ikbkWklFPmN4C7TW8K3rQtKCLGvyixqidpMcOMUBsk8KTvCURvr9J4uUC8Np1LqLnbzdS20UxeChvr/BtglRfAGaGN2hx95Ew1RLg4GPhClGwIEhaeuv6Tde8X3fk4719EpAQ9yIbWKg5pw+RhMpwSne+ugnr4kF1W+HtGaEFeBjEgVew6rLDkGRH8J/mVLbWyfHGviDukuTuJdxyWc4FCl3+hEAlkNcbvwUFeBJA/U1SI0OPaf/Pi6Pg+LjDHqjpjDnIvRMJ/fRsjAqb4rtJ3dF6DT+2AIcHWoaK6HIL7895tio/Aq0l30jpEUPFF/F9Je/6tW+u1oaMWbTi3i2/HuYNYlWnvZkAHyE/WcL0lmbIESEaj4QEY+l+xhtMDiMJHA36l3eCGV/yyLX60NRSWzsLJqDICXP2vkdIlXPG+9N3WhBDaIieUX83CUUIgaQ3aSO5Dwt3Ttrei1/ZEaHQrtDFOyyRFHE/QtkT1go0G3KH2qHct5+I4vCNPub0JWwP4zfOKLG46XCPinB42EvSOajqa6tgLYMaWdq/EeUeGfJgv45yYyUKrd9ffYFnYTonnyGfDwiMhoHm45wiW8k5zyc0UvepDbasiREex6uWmC8O+ip+mqEbdNn5AmILkfToRaop0vs1VqLSgA2xc5yqk3dEUtaoo6irFy9Qf4XUER/OgbFN+ygbi++sXQ8TsyUqVk82EyZ4uC/HRfT/VgryABT6YLxwcGkbYyw2dUghv9Pgg4uWGWclBjdyTU/5gEMAGPEMeDmEQuWSgbMW0SqsBmcdOzNlEwhTqgGle8tju5wDtO58wZ4KRIfPGgCw3sCUrD7ZSA2Z0nBT5AwbGOEw8UsJ9CzDipxIDiqfk/M/lTbvmnngyOPEipfvBZ9PE5PA35DUC/8x2vd9rjMS7ZtGyD7DpoyRvlGMaI16AgpxkmEC9ZVfiAXbIv3Aoza0LuLS6G0VcninsW8THNmPeWrm085fY6asgANmLA9eJ4rOWLiaIApngiBIk7uyYII5pVk0eYwLcnuke11iEfI4LCz00V+BoQ6ESNlIMcKYZ99kOG1q8HOa0tphyF3ot/PPgr6rMgE5IOx2dJsseDXNjNL42peaTpH87/ip3f2VzarmvXd6jQ/YMXhOJ96E1sNApZzCQAzqkkk3vZqMLJc6xEEzdGGEhotRSUZtYmr5hrjlBHjAIBE9SP4TXshubuZetP4gnqf9D1M/JnVXS46o9m5jvu4Qjvb9htcqGUa1Ur6wLWNSM5WqLFN+H50qyMwyEsIqKPbQB6Ndjj9MrlFcm7l9QuDThxHoI4gAJrJTbLI+jSlmqsO8NPa4l+W4mw++k63X8pndvHMi+5rdZwdUKvaawbsNjL3xP427Zhot1LjEW6GOh7qBjDbBSyAoIk+ZZmqIDE4UDQbf1flSfTUPEKj+Or028grGOyEM2slM2+GxX5buB7TzuVSa/y5+RFUn9TcDxebkQ0Wbx7CQ28vUY62V30a51ggDeT+OJOBiTH0tzoKVG/xZo004rnPFXD3crUcxYto3da05vNZXDOG86Z/RwkgcRiC/q5LadSzU47K78Or+EWmyZC8cCqk3r7M2LP7l7JZ2xcJy++5z3RNGWF0rbLinkslPOqxg3Jsdqerfz6nts5vx1BNdcodANsga6Nxq4V/0bJCfuBmGQJrEaxRwpNzaszWWDVFowW1gCec8Ua4InAef10UG0vCwzJgBvN4XFGn0jYrZMVtJ7O8NImskGIvivBW3Ka/eN16iZhyGeBuYCyZOBdrtz3Z5S5dytcpo3B4Y90m97bnPSUfQBk5SsqR7zcgUiW6/5EiQlrA/LM5xmY2tMPOhjysiwrwdsV6Tu/cdwLranO3tZg+sS3H0pflof8vlqIOHJkAPadKWUi8k18nZehb9VLzupYEVbXGBrQMfnmu4CNcF4fZE4+yLVLgCHh87mwVN8S3fM9UAIxwV9rJPp1nIcVsxqlzsGR5ySTIFme2KMOgC2tUNmKj4MKHxrDC4+6Pl8Isang53xrmcEY6PBg56oNtxaqMf5zql5MZKQrtvfHo0G3bCl3cm/uWeh9BOd6Ob23H8lLmzD9w1RkPP/8fNLGFZm9XcjBOGfDVVsLrDmpXtB3L69+lKPEwSFh5PYQ2jVt1XnkrN9l7w5o3tEBJbtTuKODh12f00hn+FXRt+EJLLHSPylve7GVIGgMX1hBS5cTDhQ8VAqp0SmqG9fcnFLxp4v1hezCw1eRl1Ur8yV+ci7EVNTHIaV2nslqXmCQVxvs59iRkcXQOm8NeVqkEk6mm9OVk1h9PvVDztoO5FIH43KO0kMtVtvY9vhkmByolU1KvjdzXI1qJ9krBXsBnb93q0ony0NUehB8JC9PWtD09yZ1dzg4i0Lu7ddtXljIHD7ZNsWCJEBUC5ZI4stPrZ8XzViw+RD1MI3y/pq5DkpgQsB9PGxPn6IerJdkMYhwipLDmXneXbqd14OQU+7jI3pTdmEB7d2gTtbiK364n7H9lFWuBFP7FqQOcgw6S+/oTQg5cHCsclveaC3qDr2acae2oilrEf2mMqzESxcSHx6SdREhi/2P6WUKSaqg4p7ZqUfVj8Wj8GuPN3xY7WUxNiLLaTa9oSOoXcm0k/BAFZaLAl8LYrL/ERrxLKjDXONkOP+mPE2uQA3GQdefXPSz7sdXaELToDSgDfhvZtd3J+uu/s9ufV872C0JBfk8j1ujy5OrSuKQxmgr5rFC1lkamg4Pwg5LscI6Z/xedL4ecFkQdcZwtZ74vobRnOQaYA5CMLGdDNM7CUnNJkol4lhbs8EX0SinbtpZqof/eC1vhs5R2Kfg42U5vhGn13piWAylr91of3/qvqXCV7lT+6JJ9WkV36Cljb5RwL33JQvG/eEBd6LxIl2G5LE7svu6ijLOMRbVV+JMu3ZvfWT3EKOQgbBtxZkSt/YT38EduNbEOPNJD+MzzFmnlgE3/3MO+6oc1aHVtmobnAVJ2y+TXoDQgjnJkJ6Y9+Edb7zfY/j0iCd9uXdfVK2fObA6DIUiIZygZmtXvCUaYWXfz/AUQhyLGG4MxkLN7OnV3vOr49pwW97wad0JXDyAwoAa5yQwy/SGpfgSTXfHJ7zOMGgHG7tym1FlP4XHfPkIcZL94Pu//LXFOqcbq3xrml6i79NmfOUPDnzPeEZFuFvMbsv9LngYVv8VH4pmR+2Ekx/iUqivgns2bUq6FWqRli1LDkRwK7IL9ac2XSyB0ZXGHE2HQ7VZzC0UXFhoJcrYJdVA/tT1xOj9UKfWk1CxToBOuzlm/BCCtu6ts76rR3jXMDHwEKsxVsc91zx+g6JHf+qyRubwO1whWltlB2F7ARQEzTDPu8cju2yXE4xUJeX4Oo4smO9XZfVxCqtkCUt9teI4exZjChV3Y6PITZQV3lUmYHZe+21iKvhhDNOV5xnMvagZyecmycdntqv4ekSgPGHLnZAQIWyS7hI+dfYZcpEdZmwGW+O9fBZI8KLacNW7kzoHooUtTjMlvhel8U0UeZ3dd5mwLmRmZcmvc8cw1o6wMUMozm1EU5z8Qbi4HVavdBj4e76we9QbJnKCk3pFaOIybOBcwkHzBYN4Cz9/IlkGXhf3QgcbX6vRlxk3ILNP9SVs4IjUwLlSJPbj/CfC5NJhiBdhEUyC9EsuDlWgEiLXzxOLd19qYfEeg==
Variant 1
DifficultyLevel
564
Question
Lionel is using the lamb roast recipe, pictured below, to cook dinner for his friends.
Lionel is cooking 4.0 kilograms of lamb roast and wants it to be ready by 8:15 pm.
What is the latest time he can put the lamb in the oven for it to be ready on time?
Worked Solution
4.0 kilograms of lamb roast
⇒ Minimum cooking time = 421 hours
∴ Latest time into oven
|
| = 8:15 pm less 421 hours |
| = 3:45 pm |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| recipe | |
| group | |
| meat1 | 4.0 kilograms of lamb roast |
| hour | |
| time1 | |
| meat2 | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q46var2.png 380 indent3 vpad |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
567
Question
Jocky is using the roast duck recipe, pictured below, to cook dinner for his relatives.
Jocky is cooking 5.0 kilograms of roast duck and wants it to be ready by 12:15 pm.
What is the latest time he can put the duck in the oven for it to be ready on time?
Worked Solution
5.0 kilograms of roast duck
⇒ Minimum cooking time = 321 hours
∴ Latest time into oven
|
| = 12:15 pm less 321 hours |
| = 8:45 am |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| recipe | |
| group | |
| meat1 | 5.0 kilograms of roast duck |
| time1 | |
| meat2 | |
| hour | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q46var3.png 380 indent3 vpad |
| correctAnswer | |
Answers
U2FsdGVkX18MBmd+Nk7cWbao5uVp4mRbKzffCYxUbydWwpn21ptPa8aChpWZrs7dmsTFKYBghGoGWXhGLk+GkHz4IOPlhoIBIYvPEW9wFnNXyNGlEov5cYjGLBPUIq9gJbUkyC6RB7/LPX4owZAIkELFB/45Y7ldI+/lQmglGlfmhVe3ZuTh0XP9OuPpBhyfvbMRF0GikOlqDf/tgozLFuTGkhWZr3Z/TgzoPIx1BKZ17je8yHj217THDGBXNx2oyZreAb0+TKeU+PCjM2Qc0PE1LD1mY/kUhof6i1X6PHvHbSPxCH/dIRwKCy9es5OFcMv+ecMG/OfPCFUDaCmPyD80Sq9gKv3CVA0SANc+sLQcGpKHcve+t2RmLKNefiDP3LDkhMksREkzAgIQB9+LlSNvAwhyornq/iqY3s2rY3eCOqq5QfqS8TMyhvATYYTyzW2ngriCmreq2TH0X7P1jYqAIZhLhq1FLNXSIqvFCqUrDGRaICBXc7VcAPZZrmBMNiS8ihiAg2duSERKEmlb0OaM4Di40ZxJaJNGbQmiqNQ8MDg9cNpWfoQbctKhqmK/wc1SqjQAr72IwDlXOXfUwn+/2qAI7ic+QR/kxKFgC2lKCGrm6QSKpzujTcNpUCaAtfEfTs7iB7Ju/OfGK5AcTHaFrrzTYwB5K1VyEE4TpaJ6zJwObvGgfyL4aIl/NlLfjpE0+Pz54/boBuNGtI0Pb67gSL3c9RB4u7BiIx70kXa2xMyuylRR+cEXeh2XvWDWx2oj1cHS+EeIXTmnvD1ublEb7pYq4U7yJJJDNwQMvA1MrNfnh0VqWI+ysgcaC14BouMVDwWlREX/khg3HAZNgAIKTb0/T94oXNU8M4RuX0NJTmfKrfEg8FCRA68GRsIe9BVf2Q+LmogN57XqOrNREdLmdXu96j5dzWLggIX3cW+t1gh8s8eaoixd1u4nwAhd6itQFzN3KnpjWG3PlvE2zABYa3FYYmG6Zt14kJvQt+wom3cnvp3OVPThotmzUrTGZ5Evb/6WThEFmcwJcTea2pQ54FgJla1656mPost65SXolzUxPhhuaySOGDo6MZ7QPhhXLRugeI67+COADahf89ksUvxg91DPn+pK5tHFCLHUk11qgeUdoBhbq2+rJl2MDUfCjCnrd0MPjxFthwqkJL6Xyca1YosfYU1WABckFIsoKhx+wY/9YcbaPRzn+/rwTwEZ8cSoI3dDR8BHhK6r3Fk3E4zImmAPoo+TmzpOBSpDmtYQ20xMdy7mOeJ8Cf5vW/PVLkNGDYPW2hKTBcZ78K4PYkWrOVFPYynOgKSJPBg6CTFVVQsFhWOJufoI8G3of1w3knmT24nv/sXkSOijCww2ZUOic6v3+3YnTztn3SycRHM5b5HY+6kGBMZGZDDjZScaREvGSqAnACAViGDet+bXS4VPwFTbJSMyWwwsdDaxNEqVe3W7yuNvaWRHTsS4n5FhkrQMSPsYm8kfrj2azvfzpriKKZSe+jRyIv34L9afH1AWG75wd2XOIoPONNdcXOwWZ8xRkx3RV6kzJgCIoloyp2EVCWOoH1LW1I9Lr6CcnrUAFA9PHZWFfl/KyumkCggejbTaSRFuBqIyWrgIDs5BJr2ktbKegTFOQ8/cE8+VcYgrrp4VIyFTz61vtOzwd13uTcLnhNcrCaIBeOlJolV6BbeVcD/5iguDcb4beiHMMLxh+yOGDZGB4TBjwEpHCp2W0wxfsB1LbstXtxR0yRqc/0K4aApONA15xYlbWawSuCcPiTpH4iAJ2s+BH0H6HmOKWjN24AF1JW7kYGX166pPR/QgEYvRpAy7Vm+5pa+raCXxAavkRxc5XvOLFs6Wa1LnvN50LOX3buMVF8Nc0Dbq/8uh4Rf4KCg39FEGVicxH0xkHrISoE/YrzQVHtrhqtRtDKQChMQ6tHX4k0mPnqmlvky6wEwdXBj3tnPbSESqz7bA9m+9uBdc/+T6PZM4AHfn2RjFGnk2ToKU0+6d6czxTXJkIp6U9glBWjPcm/XUP3eBgym+0j7p/M8dEbQQHW6nlkaRUtL2ASO6yBrj+AZ07izswlo8pWKtQ0z57QNnBoR55nzoaJMBWkdKer/QqwBWIgKWu6DXhvPN5L74OlPqJiFviCHkDz9AQ4nkLnZELHAWaFkjLzU8Fq0NA5YglRFLz56uaZeLzbXK8DXIqW51UKFAaKtE4eDzUTcyjpwuhwF9iNH59BNzVfBCm5DZ4Efuk1tM1Lq2ELsCj3AF/U61SSMB736c2l67KhD+yTT9diZBMN/xQoPJ0+legn5JypdOWCbxA1Vjs1yMVKwa3724jT3HRdCMfWMTWu3D4VueHf1PmnlW1hAyhzE+MRd7YoyQ+vQlngjfhqGKTc1uaZdpee+W9bPXEZYt19qb0YMHbv8Ue/yxHQTZ8QzFNQ0sa19BBwBx1SinxebW5NolXzjT1AwbBVkYclD54yMKPWogfbLDKToj2Guo1ifjdYa7isyjDsll46AvOu5QKDlfTXsNZWuD7EUtNKFWcxcr0xbORkdR63cwKfEMHpalqSc6nr6S5qhiCfwFV9/azPsZguuQ4X8urmdv4sh/HBcdeOjKz8YESEWCrDfLkPERyLE68zSrgHFYqCMBjGwT8RT5/6YLDwzSJg1esrGAh1N2uaKcdo8FBX5kT6T8gQ/GbwfaoRV6Trk/wI3WVXQhzd3wZrK5a446YCKyg6FJfdDX0OiFoWw03YtqTsBH5A+DbMlQvx0akSTPzwCUilnE5Q+GSdDY7kugG22L1zxcQt+lZyVOGfdes1ET9m46oIFEjR1WpQRPdPVrM/5z5qSZF1IRUVcdvdFdKhi2USm5Pke12YQ2TBVkCSh9wfATFn4sRTOoouZtbDWpQi7c5rc2jjZyotnSgqvjWYjMjgmFfk85b7/i4J7aqBIAFkmlv79vr1F3U2utO4Ghah4LtyiZEEr9YPBvk8ID93eo7X/oMM79iBI8vkjtf7/zMCEfoyfX9duKb9f+QIeRGLvJjkFlXiVs/JwLG4b4o0VKHGcIKqiGPOx9sCqberh623O3BiahiUHf6+Fy2K1BwO/dNflnds5Q19/umk4/YuvgI8eDUDw8lsUVTqE7dByGZGl3AMYqYrZ/k4pc9FwzP/xjv38WSV5lmF6a3Vx9wOGDZpZJef1pw+lH/po2LQKGSs2ocF8FDFqb936gQWG4dXe+8vxDgrhIQz0fzS2Ok0DSCjK4iAGwRU3XIHF09PHM+DExX4rbvGtJy5cSUFCspIn+Hc5bUztbVQrZFpKbxqn1kILHrlmZ2WYbifgyejVGBQKIWkIKb8Kha4GayB4pMau4R4wMWOkDwQsUAHCYM/YwIF+qjL0fSkOBNnzj3CJZhuBcIr3owoD15OC6UO71tOfk8f3B60IVGQ==
Variant 3
DifficultyLevel
566
Question
Gary is using the roast chicken recipe, pictured below, to cook dinner for his family.
Gary is cooking 3.0 kilograms of roast chicken and wants it to be ready by 1:15 pm.
What is the latest time he can put the chicken in the oven for it to be ready on time?
Worked Solution
3.0 kilograms of roast chicken
⇒ Minimum cooking time = 2 hours
∴ Latest time into oven
|
| = 1:15 pm less 2 hours |
| = 11:15 am |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| recipe | |
| group | |
| meat1 | 3.0 kilograms of roast chicken |
| time1 | |
| meat2 | |
| hour | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q46var4.png 380 indent3 vpad |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
563
Question
Serge is using the roast venison recipe, pictured below, to cook dinner for his friends.
Serge is cooking 3.5 kilograms of roast venison and wants it to be ready by 7:15 pm.
What is the latest time he can put the venison in the oven for it to be ready on time?
Worked Solution
3.5 kilograms of roast venison
⇒ Minimum cooking time = 3 hours
∴ Latest time into oven
|
| = 7:15 pm less 3 hours |
| = 4:15 pm |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| recipe | |
| group | |
| meat1 | 3.5 kilograms of roast venison |
| time1 | |
| meat2 | |
| hour | |
| image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/Q46var5.png 380 indent3 vpad |
| correctAnswer | |
Answers