20264
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
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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
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/X3/1DuDE1f3yDXymLJcRCwFZvZe8VnJJvJA7jizREtG6ub12E5SSNXyy6WZw3vRyq8KPCEbZ46j/qVIbWHUOY8NUAxqyaMAZH5bqUgXuE4bbJSewrCgjrKRbEzZc+93OkthaFkP5JDAMgaEBSZeM24DndXfi6FsvZ3Yo2qvag3TapF3ZKbEULaUMuOvhBCbs0OOJqUssKbyTPCOZ3dOJ9Oy+6tYgJQyxcPC/YWub2bpFTRR0s7g2L7oS9oRr9kQDSv7zK54sSuPn3DDqE+hpcMtOI9sAJOPqC9rdtihD5MdJAqPPp4MawXQwGsK30nrgKc8eeXTjcUyTRu6ezkfIU8OiN6V6OdUKi1lmC7070X55ZXS1fFXips9otukMANFDP2uFHdGZsUFzp6Pyq9MJ8AF3yp8ECykdMvDSdTEK4P2RXyiLYRYbL6SkRG9xxWtW/1cAUxfgiUlKYvY62RYwDnmSDba92a52xjuQUHOPw9UHExS01RWOt2LL9KfA+UcdaCSIh1YsnrK95GAiL9nLNC+o9+kiYqUcsGpcDbHfaK45zhCMQRjv/eY+dANsO8v+hU0xVHx9YiFCDRh6d86tLeXxGQjKJ8BIGH/g/heRN+EqSRCpN2hZYe+FTZLoYw1pxZAwAP0MCyPeUHtV3Cpmd/qdw5w5Ze4gOHzu4FpbrRGBtznQoIZeOi3WWaXwdK0/jiCbfm4WZK1zRKd4exqfI+hYRJn++K9ce8DLTAHV2XVAHspojSlUsJMq2+6hwXhZlTBsLVjV9px3ZLVhzv/92pJg9VVKHyZnCEcN8/Svsl3VyoA62eh2qczRrGURUsm2/jaJhQwyTBNY7igsBejks6OxNajzdMgjSzB7f1PXp20Aoo1SVhRSJbHbQbAYtaZu6IO72ggMH14QBVod3r2zVd9WyBN6nIiopnePfquvDaf886krfhc8Am+Qa5fI2DIYCjd8XKHwUf/NKikVDOX/Jof6sPeTTvNOR8WD+lnUrLdQSCsuqqdPC3Gxfrp3U3Ir8yoURm5Co8YC0pbyHJLVtoCyb2HTzkDQHQ1itKmVqxs6uWzAmEq1kCVqtpOLEZFbtwzaFQorCRD7H8nNGn5RBU3CwXxAoUSUc8C9lZ3jaI19DlA0e/hDKCpPTc6dLvaeLpWaHKwhOUIgomYEG85+KroOEsrjKVGdFPpTUj8XXYTb/6vmmAAVB5qtu07zNLKYrhWyDEJaTqfz3z2SmutAl2N7cRTT/Bj/6NtwqDYyYsLf0rMNyN9qp25qpB7thr5wSgiGTJeNUQoncPS9fGU4pZTcXMsavfQ0FM1IN0wsS8UZE6gI1Nitq/H/8bUVNCJj/dV0NcWZAZ1NSid55r2LpFROyrKB7CO+V7TFUTGeLtDahH63LorSAmyOClAQI6+GP5HvK7DEgjDAesh6i+NbilExgqvEkCrXG6mAJV9x/jDmOmaLHUWjJH3cw+yfgg38clJUe3JdB+RNfr+uYrKgPk65nlFoceSEhi11ZUZA54XoXGFj/a8OtszYdrXAHzyuwaGt3Hs/cZ6Kx0deD/WHyxDiUZwNXaocD8ENw2YxS+Ns9S144TnCuXGvoTLjPzmw8qtsnaFTJuGTiWIK/a1oNa/kjb1YQv49dw1bxGVh+2yg0ctOEgb9loThroFooMOXtMFytQXEC7wzw4Un63mS6vFUje5Jz8abDCBbjMO08lMXEUCFL7RH+nLKnd7tB7gTnzpY8cmkAee8bbailUhv/bFESYHYeytEtcg7N9KszU5Kvg8+FXzyAE5C3PjIWFk2f/01bIdwOLiiWQ7+JNlzYgg/rBzgrv+Ei1o/V9YtVT/IZ9l7JUiDalQxxmSlQWTieuWc521mIyF1xzu+C8eN1DPfPuIX/0Iw0u9H5AILSN0N5lZj83QmsaGpwDiPFyKpPp2jhrB2kA+xGvk5Ae0OGweOPAv1R+qfcT9woqhG7WYR1/kU4qzzFXa7J+t3vO6DaGxBaTZ/3klELGt3fGDpCYrw77Hwsnp/BbIQ69kwbAbAyI2rMyBMqlIt7k16PsBDvNhJRn2H5L3CgFI64WuOwmhr+MDar7bx12E/o2qyX6qMZT49h11DOpDrAiafoEXrfEC3hLwH2wVGqN9ax+2XORRoDR86/s5dog3fub+c5FimS063fq0HFohXX09dgA25AtNxzv1Ya2AxdurBdGxke/HbePA3WhJFBsl81bJNMUceHMjjhTElj1JDTWm7feGYs1EKVirJ71ZxBs0y004vNFVAq/WEqCtGrjUvuFMPJOUkCSI+DX5obhQbmq7Nr7drZ02suGbxBw8Feh18Akcfsby/7hS379qQlr9H0nS3ZWU95ZBtM2FCG39UbhplATAo3dQQnEn8c1C/vS4WRDVQDlBqfxGwzor7D+AUxBu+ZspdwF7UXBUXQVlIoE22plPWoUW856sIkxFsKq16xEZEZI1dcoaz33n2bBFLXK2nAd15O1469RHmzJykmcB9rJVeqbh92XndTQyv1JkBmJjyLb78h4qR/Ai2Knf8udKsCU/VcTMukohCEJZvt4qqFwvROa8+RJ1SteWwGTttTxUxJAJ09SztXpR1h7utf8cMwBwBjt8Ql4bek+TSa5etGZ5sTJH2XTTFOQhXozudSE5s8AfdUkpYdQO4riPrK3bvPs/l1h9TtW06pJhdP9oa04+OSatam77adrp6INQwrV1qQHYrJ1MNV8Tjst2T7wtl2MhxAsao+mt256XxxvisrPZcoGRfsclCj5aWriGyhKV8TlsFC41W4dc3FsMsnx/UGQsAwetdYk/Kpb6aRF+ux42MtAZQ6gvLZ6qNBgLsraB+r71nxrK2n8lWSdeV+J7L322Y4swBRwC3gKy/6BA0zCUUgY/huNgv+E97Vq5Z1+JEnAq3IXH/jOZkZWMRmvf9XQGGSoLcEX+ErhqaIkJxjfBDM6WDp0Ck16p8CIyJ8NHRsy2Uldy4csh+OUNypzDB+8VrC9K5ruiJwP9iok694NPDMWjE0zh4YsIOi0ludoqjwJmYXcCVNaTF1aLERsXckNz5TqxfY1T6NrFnnGEhmsR1sLUQg7rydbuSe9q9+QvTe7YWlF6hXf2kskB1tslcfIG01W21dSCMLgwDfRoW4Z7/RKSYPlbWrJa1eTxhZ/ooycT5FooMLo3HQEDqpSXr5pneJX2+vaLzDwjxivxlJWuJr0zVAO5KgmNiMBtNk3ogh/SShug0DaVBk2Gmg8QOKsdbFJ6NF+IVYhgEi3GDM47hqtLu+HhkUbyHLmio0bFOxrqMhCWJb7kRkaIDXapM0tNbX/wPJH0y78ktEc6RuZrSiR9kc8TDs2FKlKox29yvfJmYE3z+t0MXWfp1TxQuAinVVVqgZlggBiBjRfxPcZl05zN9mTdExo/Du3zQDHGzOjP5RTDkoMuoss4qJyxmzoEaWAQH+QkfGaTyWxWZlXWikBj6ujpSwuCPMupm+tE7BF6+d25On+nba3UrnPfXpjlK1KR4lhg5lSZtithhBe/ZD5nYnVJvlPmX4uQW4286hbPJKlElhuk3vJnxyPpdINOrLlWp2qslFtPFcl2Nlfcjx+0iFjy/BMEpNJqF5PLdGuhmIjpyhD9prWTfl5xUP7tDtVAiGoX9EDkY+H6qBW73WcA4M8VzzaQL4E3lItEFVq30LDGo9nZPWjypCF8alfKK8uau5NW2WUysIDNxUb11ywn8EQavHCmlClcclnhfv/RFf3vxhaDax06AmaCuPEa+W+1zwvLVbp/XGvU2An2svlEYO0WXE3QSa5O++DBRiUx57JnY9qjTvJoIyCzQMaMn3GjxnAUBwMfNom8BAh5wgKkozR0ihCJXKuSG/g6bPJYGnYqtIG9YwL59E5Ev0ppFgMt+NOAxrfqlPTvWjXFHl13DUhagfarpgzNtVz8iv4CVmDMXY64drt1ZguW6VEFw0zXCrDCNB+LMB2t4d87FTxYf5cfu853Y0+PyP9JGXUewKm+HsXBaMczimK1+BbPoS6xUakYg9rl/ZyI1YAi3vG+Q2lJfciK1gtweVxYOjYeeNyAmjpBhWc/kPAlE3kcfjdsX5UKEXMlb6s5s6qYw+78Pv0+uDHPnehxm4+m2ag/px6/qX1jLl4eP52q3Cn1yEfQdMxb/C+LPLgkv4Oq9OR3QnOiS5JqnJxlC/ClRGWSZilsJ3BmAdw9F9ndBen+k/kkLgUhiBODmx0PaKKwW+njG4jNmNepD53jvR6N6DPYtZxIODpjpb2utIeJnFiCn/INLQFFc89U0Ht+/1S5Btl7uipZWhtEc2etivaKOTYteADa4pWaRMb2YQqjqyMQ1fIxYtpMWB2pPO8O6AUVfw+n1nrRS8UJMvR/9iDJeGP2s8+snMH49U92ohlJ4ZSa7QG/iE05z6gTyAbX6vo1yYr4hTeFcfjxaAurgborGbJXJfZXt9BvrqZimG2twYiWJzS6U63GBP2gEsu35lutMwLvoOAhEV4FqiqGuw1l98Vr0Uwpr1FnfuY5pEcWAnGj9YbxrmLsOyE7KKR9Zn5zNvLv9HTlrKJkbLkwZ8QyMGBh3sTZzN9U5ShBt95UssiOUJbOg1f0lBNF2GbodmFT1eQaHX7r/dzm3E7KyQjBdN3iYClN9Ul42Fyn6T+lkzv+sNnlYNgpc7EMGdxyFfcQdV7TsaVymA1JqVMseQQ1OuG5wwdIeZ9nT0j0dUdJSZ4WNOTQml/MOxUhdl/OXyLfQPiqP1vkllnvAbPRvE+GUjgTIHHg93zWLBm3MTtEroX/Vsxe1qL8Y6sL8t9kUuazXSV6k2PIQAT7C72lkYfpYuNKSNIgWsD0f56QA/e/skZsRH/QHJHNmSFyeH5vgq/HNtYhhk8W9t6WHZr5/C6w/RAzdetpMxO/zKbEXw+ReYvg1f7699fglXImBn35dzQrq7c4NBCmX0IR+X+cVLFp319lyU8c0vY4K6+8p4yhP8z07pE3kIvf8NtENWh3q3ENiJxakw0liNrItjosG3wh1CSTzVvDqBrVCaGwd3IdyAqIFXnD56veptH16qCtU7oFwxIXFMiaT7dYeIRUUAAZOPTokT1YjWs7rH9pTcutwHAr1UMgH0gf0igLbdsyoVr1WRZMGG+Pr9ONZWAU4QNFS/zwMwuAws6kKmVR91M14TIyoueKL7dA2HkIToYUCzyUPLnbkfvQMmxQWIP2nHmNRna8bMz+cbdk2rb7P23rARayHxMxQa+ny4
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