20264
U2FsdGVkX18Uw6SE2AGv89YhY4S/pnrJkX/L65YPViS9BwUhJ+9k69sknOVKZJM6fGNbsA3kRlLwShx5+T7wI+WgZuOEevmoD35Ht/rfcpjPQtDnJWx5rLgMq5Pl1HDvso+YJierbtqAj3ORPbJ698cgmgfLfN7DeXb705Dg8CyfDjMtdeKF+rg1kIIFb5DQQY5JigOd3OJ4BdquF02yP4jj1CijWSNzhy2Vag3X/gucjYMK8oosRwdqF1X5qOxMYVksSD4DbZw56FKFcNxBw0x1w9i66t+YRhV/Z4DP36LyIKhl094JbzuIwFIDjlgTFRp3BGWk7JWRd9vaUzTecaH5HjpBjV4isb7/s08DazdwenqcYFWDnlg7AvTUo2HKjYrNarJRnxId490u+J2KZy/nmKWtZ0BMbws1glaBEImdydlyUfy2aNK118LvCvzDUisO6TiaVbWVx3BUHZsvkTl6vbwCWXHBS3rnTeGff71mprMYMWEiO0kek8LvITAcRlI22Cix2faXxHmuX08edCb3vofop9F/DThNpLBeeQMCb2c9UgOb/ys1ZP8vY8tkZgqMvOTq29ftLXUNwXZSAKCXgRY2TcoD5xKH5wX6CapZxiNsrRwhuivM0GxW2yopVJP8//V3a+X4rg0T4QeZ7rxx6mVLN4IuMob6p39IczGgHVjUnIxoVKpFbAWP5kI9Mib0XV9Ipxs26QN/eMCBellMl4NDU5AlmtGlthz9q17IKecYqp/sRfCVX4DUvDXQfqK1DMnOGW216EdwQ55/cLDFWwFkSx4PHo7Juupa4V8Ww+okp8jUipgWAw0Mzrpyiy1ZygvdEqroomaz9Qu1jJtinb+jSajdWb6Uh4xd46Zu6QtJ0aTD1Nht+ImudgvFVZzAnzI3PLH5Eu67mFbW6uiejb2LTctJfGc8P0a1PrYfh7Ibnqv2BD5Du2Ro/4V8kGLPW2ubstKMTGt56W7TplJ4kXUs2qUEnNe9RRAlZXWwSXGtddtUpZ1xjTVAwgkOQrrHg7mlX2byLicb0znP+3PL90HHpcWmTvNQ0ZK3RI554GkXc96uKKUl1zcdrHYTYP/p8bQV+UTkfeeFtMqjcPF3QqzNPCufxbBb/LZ34d/n52+OafTfAyORxbj0+2G3g3wlLFir3+UYbsaNg79WZf7BZxC7Qp7F5DOtyJxrcj/zojQAIBLejbgY6w5oTiGZBbM1R0CNzYO3yTEg0kJpn0ADY418+kisaKZlpHT6keO1/Un5/m1JlBFXBYwwpImo/qhviRYVbNngTgccJ0UnRuof1EyAiODx56UEVObz7pmpdCMBXMQbkYAe9m/m+Qhh7BPqUFioSRJylQ4R9soEGU/SNVCj/84Z++foqKYQaf0/B/3sYVQLjJEqvwfaPsX18Y/61Exlb2+uLXQnboM/Gtg48hBxK5RB3hPFPnkVAOmR1UN3xdzTbgHeagq94RYkSFn6LEG4pp1DXAPsP6toJhv6X+AAlEN3m7tP6SX3lSGPcyiQiwmWRRPYX9zP3c179uTdV8+cniu3eBkrrP8IbuMGHcPu4pH1cgQY91Gs9gL4F1E1UBZt6UvHIiyKlRonpA2h56T5EPiyVkAqWE+WRcl7YBATEu7qLpc0j2VkXSe1zr3Vrr9Z2opk5YDHpnkRxiKj1q+zY0gp6l8sLbImRi76SjFZMRLSBsH1UhwS2Q0jNMhiMswP1WTzyvmhTAxfjv+zDur9Wchjsk0/qomGhSDyKX0vJ4GWcGZRHbwqFPkG+D1VrmjQwq8mBr9/q4MUl8aHNjOaiR3njh1pZW3w2fgw4I0pi9KiUkeXVvdwSj4XGSXiXbIMhBsyD5ZjUetH3k1KLyYpNDzsUkKK11Y87cKk3s8mkxwzkkvgEo5umr6F9IAxWEJdJvnnNM0ZzpN5zWxzniB5/fi4vbc5rB25RNFTwvdUUVpY8q2D5dSlOMFITFklDnt6O1p0HRDGzDB5n3YUEptTLkvsgt6Yw84COUyY/b6hicQCp8RC2ui0tcANOlvx+53F/jb2CA2Q2CFdgFLNbfBCKjmhBgIl4bg6jt/SozbJpJQ2WKepmm641VVu6aIu6OTZhfhEcZXPidmOnHYx43Vc0e3UP6+kA4RtusoaDf704wVQHjXVbn1X9dStP2W4Lnh1kqSLBj+gg59wu4+jO8NgRu8Dd4LJsyOdHqPvuOYoKExXOQs9zXJ+A/05VOHus7VCdhg41z3CCJvWlFEm+0fOeH1IUelLcjaPNMg5PDt0ZXcZST+GHwFCI5bHN7AnPE5K9QLYeMgt+qtoMpj4jGgDqhnP889FpD7EWjKm/c4sZCUzrImYcWoNPoMMMxFAS2nREm/rhUuWD3NzCSsZxB54vr+rji+PhSIcFSmyQ7OgSI3VZ9gGYBJrZlJRGampV3g5IFnqTXg/itLut9dz2uCnPDoZGvXGggbH0vHAAYiG46GFaoCSVBuzcYJkdyDd7vh1D2sYTOJumLzAXHnjRejZoqrgNb5WlFI7dD29RCKfQTY3Z5BfFFyPk+o1xyId4NJriiOgdBtkm1F1xMwF4762pzM7ZXdfmA2ASMBueTYUsvV2NcW0CBUEV5tXM9dZF1INOOsRvmnz4o78ePCV+xWBZEFiMJrZ5SReASVuUMIQynLEBOrpRBgLq/7faZCsKSKtWhDpHmirDALTnbAVAvFNjh+tTokUSWpPR3N2kkQkBmLpATPXDfrSNqCEFlv7T5w7g7vO8pvsGwqQPlA4AgQDrdOjPd5wnz1/VQeqSzXG/14hQdSR+5wXjAI29jiVbBvroXchyFrgV/+yhQ89J/vbQ3TbqEmhuWvtFcny7NpQiCPXNYFqexUkMp32c/nqMmrcX+cMpQ0R4oRbn34w3MnhezZkurh3l5PfmdmapOBon4reKp6rxHdSVqliM7iZaTvNwaCbB8QLAqS0mqq/OK+XVf7G6sd0/RCi8xQpk23Eye9Jo2HIiRD2CFUxHBcgPwmONixp1lhT8P58U3xvEW1OyD8x0WUB2kGwzqrT6nYEvH7w8KpVunY9yYJ+6MIVRM6B9uViR3BfpxYt7QLfwL9qhKmsnjVs2uH5q5Mb8UWizK/ZIETVwdMyQtilXkFZmLbbIda9lGCjzQ/1ZD9zVokpwR3HywDmymc/ibZuEJEA8YFsEUiq6KnsMIhuGK+opaz77ocFuYoUxIfus+zflgTn4DZ84Sa0c7l93nMtnf46+FH/46jr0Hnyie0zmlvICHeEzxzqemP4YK7FQUhPPIbGjl6XugiB4swkWZMNti52Kob2MNBOgnWCthOc0nDw+UiVsFu6OLsvDepZztK3GSE8LB1Ks2rEuC4Ata85JQtz4aJ5hAf4qQfX2qLiaarR8S1pO4tHtdHBJYfKjJgPojoNT7NengprAOUfZmF+UTq+OU+/9XmGvWkkd9EpyfjKBjkMe3uP22mNA5JVqOYdCFnA/fTsY46tPH721j7m+a6EUGQNhZAszjUo3IsPke/KRfBBG4slCko4Yy/AwEz93W3t+YwJh0wzYyGYsml+J4Wv1UQIFQtezTlDrWbP78pg7rQQqFsCotsfvSvEaOON/o/mNeZ2K8bvfulqufZHVYKJwXArMiHHGpiqmmIs2O+ssJBDGSeE9ZbfBR0j6jbEWBtxN6+qWlv6+jOg1E1qRL4Vjw5u6AHXR9N3RqtfbfHVu5XNELBVMaqTBLjBdxVZo3R84dYSSP3frYGLeOO+nxkXwsWyv+kWZej+4p5IDiz9BeNYHKPAYg+6mBnQ7ptesOo0lVy+yCyUCly0mnMfj9tUC0xR8o9N1giPMHoqiWFm5T4NYsF7WE8Y8nOs4L2fpgQv53+LfYvoS+lf0+YEiLJGzh35X33sDIXlNAyweBAhf340QyG5S66Udf9x0R2aPdwNAnM/gqnmXC0o/K4aH3BExXeGMAtP8w0S7SiGjcH2cLGhquPCsbatjivFCc5dEsIWW077KwfeSoqN9WmE44XzUMvj5pmIhEJJsiTjvRIO6jCzfCyJw60MVLZS6EEezmnQaIIbMmpzx1sZEt5kKhGWyT1Z/VpDQWEoN3pt5cEvLcL59h6+CVRcj9WNiJ67tFmD0Q1llmL0gC7Fp+66OZSVoWc/fXjL92N0CSs=
Variant 0
DifficultyLevel
479
Question
Tim is selling milkshakes at a school fete.
He makes $48 from selling 8 milkshakes.
All milkshakes cost the same.
How much will Tim make if he sells 11 milkshakes?
Worked Solution
Price of 1 milkshake = 848 = $6
|
|
| Price of 11 milkshakes |
= 11 × 6 |
|
= $66 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Tim is selling milkshakes at a school fete.
He makes \$48 from selling 8 milkshakes.
All milkshakes cost the same.
How much will Tim make if he sells 11 milkshakes?
|
| workedSolution |
Price of 1 milkshake = $\dfrac{48}{8}$ = \$6
| | |
| ---------------------- | ---------------------- |
|Price of 11 milkshakes | \= 11 $\times$ 6 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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sbc/QFBL80rhcqvFftR5qcbs8CxYrPe/Bi1WEFGieQWj/hfv2mnW5F1gz6Hn+qs5eIpJT/W8X/cC40jgnLpFRc8o37Lzg0951Um6WojSGq8GKu8GYMuRyUM2zCgXQWndf/qhSwMMPpi+NHUyXUcX/sPCJRJtpc12owVls8+Wz7QxtZ915L+nQaOb1oQMZDdtPOODlcTo+D1TUNTsZPEy4qH+fSYPqjm+uqUf6uPDAlgNb4c64ObEvDOuSjuBL0nr2+TADpDdsc8O7PN3uVBWF517VaGxygUKAec=
Variant 1
DifficultyLevel
475
Question
Joy is selling Christmas cookies at her market stall.
She makes $24 from selling 12 Christmas cookies.
All Christmas cookies cost the same.
How much will Joy make if she sells 14 Christmas cookies?
Worked Solution
Price of 1 Christmas cookie = 1224 = $2
|
|
| Price of 14 Christmas cookies |
= 24 + 2 × 2 |
|
= 24 + 4 |
|
= $28 |
Alternate method
|
|
| Price of 14 Christmas cookies |
= 14 × 2 |
|
= $28 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Joy is selling Christmas cookies at her market stall.
She makes \$24 from selling 12 Christmas cookies.
All Christmas cookies cost the same.
How much will Joy make if she sells 14 Christmas cookies?
|
| workedSolution |
Price of 1 Christmas cookie = $\dfrac{24}{12}$ = \$2
| | |
| ---------------------- | ---------------------- |
| Price of 14 Christmas cookies| \= 24 + 2 $\times$ 2 |
| | \= 24 + 4|
| | \= {{{correctAnswer}}} |
Alternate method
| | |
| ---------------------- | ---------------------- |
| Price of 14 Christmas cookies| \= 14 $\times$ 2 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
U2FsdGVkX1/UOd+Cq99mpT7ynSeOxZ/U0QOtFehHFxcRPUEZPNuL4XI9jaGddEcl1xWoB1lx0yXE1vpfI4LrYX1MLR57S5rn7XUgYBXGTFc6le4C2oHy1cYYF0/3NYgbQ2LFK82/g5YqWJHl9RNyKv6pznhklPywrJ25skHkmJI50V2BUZJnvAEOA90yRgeX4V7Ve+bN7F3r42OiM2vbTE4vwOpEbyEDRakVC49xcOD5t3JtyAAZwba4T8qWHNhZWvohcqFGVmDIJQazaZQY9lS36vQZRKBBZoYGEL05pVTcuGKIDyfTABKdXgVgBmJ2evqEc1C3YmJcvXxsnAM0ZNPwHWD74ooD6bDzWQS0sCNHBoQlVctCqrEgTeWoZ2Q+Abx5OEJiQlT430oCL5xevUcXanmgOWyTQQyhGB8Kya27u18jdDsrS2OVu28UezHk/8gea2YJH25v6Wvrby5rzNgkfrAyLXtWFhBXcBhrilvVip094MfP0j6UfPZ6BOFaMvLpQycfhu8DbXNWP1u/pfIpX0h6d/vIBjMruWeFzn3QVLwBzO5QUW+iybnMGTvJoGZxuC1ghr8s+sksePUYvpM+gi4CpKiNwCS1aGA4KPkGqyBTHpGkInNyLyfrw5rmL8aH/DCS0V0asHP/SuZlc4KyzijsS09XsByuYIPSvoEAc6Oocf7/f7P8K0HDBah9RXa4+hV12+8mFpqXGvKZXQYoKGVcyUZiaJjyrhTqWAg1J6YUMK1cTAAsNfcYU++B6yCPc4C9vgeCDsKkn528FYDj43HQVIWy4R0gbubP6UyWZmDhEbRU5Wo64671TMK4IQXElokzxhVhirHwihz5GHOHFfSqa6ixCi85tFe7D/gj1UaD1EE4QKfzZ0/TL8y33P3Kl6C3YnLc5kOLqkx+yxmDsOfzOn2fjYhRd8FdXIBRZCxWr2BrehRwXxAdxE7reTGCF5umyWy78UPb0ORy3kiMWe9N4+Hq5vz0l3PPxwVc6l4MGQa8e3U0PJdjmZXZ5i5QjR68/Sr3DTdmxA07PlUH1ZxU+m0qYVpPyk6OOPlX2Epp3zdCAGT7Syaj624alCEyJqgRTfgdgB1rXQkODbgwkrtOjX/9ZQozTo+sLgQXpgwzEBEaNZk9JxPZmBLvAo5L2hLSm+0Gvkxlm17g85KNhxdkHlbvW4NREm8AYHBo9ANoM54dFaoiJLj910qQJ2Mj60Guv+WpU5WDt4oo/sQdf+A1Vw4BhDnfFWDPKsUURX4VJc8Kpp6aWv6m/PyYVVSKtE65lewFl67IWW4kav/BIdQbMhjLI+237qMRXuZjL8DkvVy/1kSUX5VWOR4EGJgPrqX2n9lPPyXcHP+nPZHUPyB7VgaCQGOpeGcGan2DWRnbZ8Ez4pSzjhw+V29fC3Mf3xww+x6/SPkCCOyLhJiH+xMZhpjPBWcs0A8aOk2EFgmwFibSWvsRGv2ZocrjaxI/V83uk0ZE2bqpMjiFUCmk1bbu5GcVK6iQThR3MaoMMbmxfFSYW9URXHUE4mJ5mk/1qJxnlmySz7F51OoKG4k3rkM2euXMPsB3vf8gkBe0qCl5kb5fF+uUqA6K7ICI1rTiJ6t9zQk7m+IQr18GErRnHw5mzDqsIw0l/ZrQNZda2zAv146ZfrcASMzVOdoQq/7RoBWQOhbwgU4u0FjUxVQWnUX5o4nhDKxQnQgP2x+3lCWsvfP0Vhrfh3xRgO6XU3kPhMIISEVneZ3lEwyx+hoA9zZlruyWXilAIH4Uh5y+3phughK9ogITjQTg85nYgsymk4mZamzVSMOSc45wc68Bc8VldXhpUr67Ob1GobqAqectVtcxVlj2R+QV4xW9RW9aiPUQjHMSQIaqxMjeMoVd5EUaf7pYtZd+3c+eGXChzXam63lcMfXo65ZsDsuAcpLOFSKZCa+S43y9Fvq8pA4PTfTOX8t66NnQqOF2169FgS19hIyHpNlpoSTlFHoDnXkDp72ASTF8O9Cmj+nGQ7ZUSIkMZQxL8mNdekAqdEVfiwT+fb50u/HNBw5ZicofJC3dctb4DJHf7AlvD4w6rU2K0uPyKdK7tMd2NPae/ZoxBsYJ9qFAr5CdpS3qvXgm1INnUtogxALKnj0pL/3sbb/AAFrI8TZihEmqDpa1y2QomkDQZUFRlESKVaKOt5zb7dGiY/Fc+0w87rgYI4qVJfadia9AVUxto2stTOb2PN7dsC9fOjgPoV4oOoyL7OjdMeXeDigSAcO/QGJIJKvr5q7tYpRsnGQEDx7+6Wylzp9srtBIMGCjI4UYdBmzsb0x9yyR8wNoYQm62k3MpQnaXTuZzQWXKfDh/XHxi4wsXiN+d7zm6wavHRRc0seHlgxFo5M4mjPqh7XSgW/9yqNew898u7fxoLyuHw/6EXpgBfNvbbNHVXmKYRgGJGsGAf6NLYuDnyzdQU0gtCOJ2O7hTMR7lDkqrPgm41qVrQzawohbfLOLt6W8KPLvBnP9oeNVNO+PPNjDsj0Pe/fsi50sPMto1KgHbPAVAcBLX1iieoFu+BJfngzCHpcN0E9wdP2mz/BcSuFK/Xfm1043imDevBWJYASLwq7hSdq1kZjmU5yoc5q4cYasMY0tfRMg2ljTgAvATplHJCcNyT/UeViXBQHRvpC5ngYRYjqpWJPrr1oF/LvLQ5zZcS3KwqfqqPimi+UfwD8iAhtXoy2qpgexEEMR9JkB8f2RPdRGtQHYfuY4KjED2vxTPshdXSsFw689un3wcahWCzV2NFrTDDf7k3Ngje4U2CKpiiri3rYxhC2S+JpWRVzG/20jW7o2VSCdx+cEzup7i/0av8WqNn18dENZoYvXyRBWe7CA8dg7kAoiP6RsCfQco/ZU6GHzi1TumPAqgkADHEpiV6NpzCM2h2NAswy8J5+VZUbn+lEsRgLuof9yJuUkqscQhNgcGwpcRI/Pezy87ZyfjqiYO/fklZP2Ui4du+MIEAL4VmNDRg4kxpY1fe4seIvuSgF3uvhQzbduVIcgeOcsGa+7S/g5GauNzIhfhLn1Ae2G2+9Ye+EgLrHm6G6l5asxIh02cn15mt4cDgV0RHHQDx1xAppvf9PNFV0ee6W7d1O7ayRgmDdb9xp2ogRi3xOTaC5AfhR32bXbcoqc6OCgQv/R0veRKi0tHbMSB+MXaCZ6BlQ9yZwihmD2yG0nCH8ot7foxWz7Kj0NStrZCp5EjytgqY2okthDcljR06u7RsZfsd7IjrMFW2/51oUx3DRBjcDKnSY8XGX3qjzkajZev7oZtqt3358jYqYz+uUiNokVmpPMlBWhDNxmsYe2x2m9Nl7LwDwnZmzL3YPJJYLGn8gAm6vbE/D3nrBsnCmq2qSUzCCCKrD5s/7Mqoq4VoUtxGbqibnX8uEsUAROsgR0PkLyxiV198dQ3YK3L98lLC5MThR0ywSDiQm4sT4rc2Ie9xn9y/uC+Z8c9JCrbX4ZEYMEqg/hSDdY4e+z0yxEFChzIYLRZE7UdXemISiXZmBm8UhIes3R4EFK1mXcuoHxC+2sAG8AyAmpB1bD4B8Odt0EYg6BVuJlfCn0CRHy5SZe1a81B2vwOkecp+BBfARgzx8zdAYYUGyU4OijA+CHsNxQJJiVq7Tsa0VOBuPnT2VOtDwbMysbM8LnZekzz4oS//4sxh/lOvgmGjxao+dhfkRYyNXDHI7AAdjsG4ITN2MKWZx2gszKYzasE/O+Fw5JcPGCVY53dw5oeZQMLnEYTMQeSqcxl/naYlQkNPwHyi7ImvVMeJiRvs1Px7UTcXJdEc/Gvn+RRIJfkq/fOdT3IHulttv8Sj5Rzl3WHf++5R4fC22MjxjzigtOgGCsvhw5Z/HF8WVsJjZ9SRIcd3IXbJa1PbyKS7+VgjMmYtbvc03f4FLg+X2KLOYMUU2oawE1sd3FEGdgbNRPc5H7I9NOWKm8A3yln7lZcmimZchI9dVcp2qUHlHarrb321o8saQvtq3m9KAkuwol7kAwuXGKNRQY9E/C71Cwwi9J7mrMj67/ooIOf7dBg2mtzVh+bUoqwLLiEwM8wMLNqFBQpQz+HPdGpvwhs/h1LJOk5FOkhEf+kCRDtXM5FE/Trzutlx+5qGqPk54LJzc7QpOAZgG8ioegK0qIkA3C6xNtYUBL0+4bFz50r4263Ls/HZ3sPFcXEtDXEZxGN/XvmkmYfq8+aRie3QtfQS8JeECN1qRP3em94Kco6Y5SG7yUYMd+1keUQl0I08YbxzPOAqny48IEbAc9JgnPUYrs34upt+2ljNLs1gOrW+2N1G7UK8uk9TLfggN2IELWwkYzEdCZR3pCoK5fngI8a++TuIuFxqCb7G7eEOGS7bGNzbGYMlhiOrm+UAVxnPrgsZJ1HpMvfdapvLD8sD7szqu2uHw9KmFvPNgkrxgHwWU4hlK/aHCniOpsSg3JjD3ujXbonFcm5i07MbXYrHK6aRxScomAUaSk9GPPJtHp8C3bRk78eLm43trFo91e0Gj+a/vmtHGOZtospOXYzAWGX5MgoM11KJbimUfb6GRmDE4BNtD5gGZiSpyJ40SlNCh+Jih5I11B84Rx5z+i9hUMxs+RdaMWb2qZKWsGQ0q4nwOQy/heVlTGbh/jV2xXl45qVxz1in/RX0xkhMlvIeX6yGGtNsHhf/o5VQ68+i2J6kiQ8XZcPLOcZ5QYMRmsPe2Sdo2OeCEV+De4cXv4tYS1saHcOXIqkJTYDqwXWYMOyPxb8+EcHNyDjF6MkYhaJ0pzJtMbLHbRvEc1tAHSQS5YQzPSVCzwyJnn7mWQtgv9FwY5c0P0P6tzXC/cLWd7fciO3ZuA4EG+Bv1KkITk3SLYAVOuEvaez8Ic3ZkKk0Z8MpGPkWgkXEz1r/UwRgY03TFoCu8QTpPfqo+l05eyEjSNeJ3hFtOMw4Km0P9VWNiNK1rLlwVDQqiEhv7Z23MbMUeFxgjrs52uvVXmimKHZ0B2xJ/u4ogXKB3/a3BaJoGLpQVJPvLWgYSn8rjkxvkTQiIzokbEbVBbEfEqmzX+C0bUb60G3ZgREAH/b06u3KruQIY1o8z9uR0OxaXpQte9Z1Xt7PY373ILbkD7gCE6B13xpwS44Ue8VNwe1S/3A6MrNKOApgBMyPUf4M2TU+4J5TW+7Nss7bHmgkYSSNCUW7uxrawU2McbWv6HXtoJJ4F/gQwMa1T/Nw5SaXC+KjkyjbOXmAdP8aOwdB3A8xKH1JUM7hEBfKUEb75q9hRQGAn45KaH
Variant 2
DifficultyLevel
470
Question
Jack and May are washing cars to raise money for an interstate holiday.
They make $120 from washing 5 cars.
All car washes cost the same.
How much will Jack and May make if they wash 8 cars?
Worked Solution
Cost of 1 car wash = 5120 = $24
|
|
| Cost of 8 car washes |
= 120 + 3 × 24 |
|
= 120 + 72 |
|
= $192 |
Alternate method
|
|
| Cost of 8 car washes |
= 8 × 24 |
|
= $192 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Jack and May are washing cars to raise money for an interstate holiday.
They make \$120 from washing 5 cars.
All car washes cost the same.
How much will Jack and May make if they wash 8 cars?
|
| workedSolution |
Cost of 1 car wash = $\dfrac{120}{5}$ = \$24
| | |
| ---------------------- | ---------------------- |
| Cost of 8 car washes | \= 120 + 3 $\times$ 24 |
| | \= 120 + 72|
| | \= {{{correctAnswer}}} |
Alternate method
| | |
| ---------------------- | ---------------------- |
| Cost of 8 car washes| \= 8 $\times$ 24 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
465
Question
Jacquie has a casual job at the local cinema.
She makes $150 for working 5 hours.
How much will Jacquie make if she works 3 hours?
Worked Solution
Pay for 1 hour of work = 5150 = $30
|
|
| Pay for 3 hours work |
= 3 × 30 |
|
= $90 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Jacquie has a casual job at the local cinema.
She makes \$150 for working 5 hours.
How much will Jacquie make if she works 3 hours?
|
| workedSolution |
Pay for 1 hour of work = $\dfrac{150}{5}$ = \$30
| | |
| ---------------------- | ---------------------- |
| Pay for 3 hours work| \= 3 $\times$ 30 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers