30137
Question
It takes {{number1}} full {{transport1}} to transport {{number2}} {{type1}} from the {{place1}} to the {{place2}}.
How many {{type1}} would {{number3}} full {{transport1}} be able to transport to the {{place2}}?
Worked Solution
{{type2}} in one {{transport2}}
|
|
|
= number1number2 |
|
= {{number4}} |
∴ {{type2}} in {{number3}} {{transport1}}
|
| = {{number3}} × {{number4}} |
| = {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
578
Question
It takes 8 full shuttle buses to transport 72 tourists from the ferry terminal to the resort.
How many tourists would 5 full shuttle buses be able to transport to the resort?
Worked Solution
Tourists in one shuttle bus
|
|
|
= 872 |
|
= 9 |
∴ Tourists in 5 shuttle buses
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| transport1 | |
| number2 | |
| type1 | |
| place1 | |
| place2 | |
| number3 | |
| number4 | |
| transport2 | |
| type2 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
578
Question
It takes 7 full minibuses to transport 56 visitors from the ferry terminal to the hotel.
How many visitors would 4 full minibuses be able to transport to the hotel?
Worked Solution
|
|
|
= 756 |
|
= 8 |
∴ Visitors in 4 minibuses
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| transport1 | |
| number2 | |
| type1 | |
| place1 | |
| place2 | |
| number3 | |
| number4 | |
| type2 | |
| transport2 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
577
Question
It takes 7 full maxi-vans to transport 42 supporters from the club to the sports ground.
How many supporters would 3 full maxi-vans be able to transport to the sports ground?
Worked Solution
Supporters in one maxi-van
|
|
|
= 742 |
|
= 6 |
∴ Supporters in 3 maxi-vans
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| transport1 | |
| number2 | |
| type1 | |
| place1 | |
| place2 | |
| number3 | |
| number4 | |
| type2 | |
| transport2 | |
| correctAnswer | |
Answers
U2FsdGVkX1/6CgodtBDr5ELK0KAq9rDpv2S6skDtyUhTEAAjohuKV4hv4Wd0dLle8msQKygBB0+QMIAMyCT2HJrKBJ3J7pMo0KzK4RheJJLnzJUzbuVSCQj7wHFCrnts9TdpbReIMQsShg2kzVMtIPbZNygKq22sYnuQ+hbl3t0n/YWd7kv10s9AbXArqAkw2EW4uVUD8w1Bv9s3Ruww7EoZzDP2UXQcTESmtSOjaOfMsunMmwgh2UPFi0muo/BbjSowgaUMMtw/wExt1TB+chqTmdMapyLgu1DRVPn2Xb8hH1QK42nPK3wL4/oHaxhIrUSzzLKiYm/noQx8EZkfMbSs0+y9QMJVwtIXRlfkDxUl2gPQS0l5WflXcvBr9sss35Rg/5O8DwRMF8XjlYXvImqiH2i4yJhxUrOJ1Vhze8L//OjyR7w/QR7xphs+kudmM60B3zCFTF6RVMt2WM0EUrV2tLJDXdA0E1StVnSgD/c3gofTqg0rnnNSOVu3AjP3p7vOKmDXj/sIAPTXPGbFq01X/HlV7WAxgYGa5nXCn91VtDu/TmciUxKx6s3ksNSZTaaWjDVPSdOOQQZohSDHz20euSvt7t/T75pPnMp+zvO1Nk7vHmoFIu6tuGxqKXHkj5+3sL9oxuTZFJpsuOR/AH5+xT71xuIjGh1IHd3lfaVZ1fjDBZoRBWClTaEuDhc2eMSSOChAkEzuwq82s1MqEHjuwfXcx8iHhhR+UZqMd3t0SZnPAx6FjWM6yd1dZlfvNQsLlNuZEA2syHgKbfrOqEB+oBl/FjhbL4H/IOt33T361F4AUyVtKji0Ac/0EqKm1cGWhWjynQF4gYAEPQYlftGv4PaQVT8pXBNh1vOD0lG2aqZHMF4sURL+dOVGMmEks+zTyALCFXUCJvAO5p09taQIaXrsqnFdeTPbqaDOXwImFo9SmB1YwCukbz/e3Eh7CqMEbrFTyfkW332yTXuPz3PAE+RfeNDFPVV99q9QPZ8zTEeflHI9QLYRGtJa68vm6IXoJokw1feCzh9FsLbcLdO+3ALQ0g29cCBWZRcoapMKAORuVeVGPggAifu/GuO7m9MoSo/8N7r8wovBqQl4UdTQlYwbNsLgXconxwXh4Tv7lqpPPQpvOG9DIJ+E37iHoi+Z8MirN3flVRDlLTVHLsYmVxbN9Zt/4hbwJtKd1wr+n28uoTGzeDsYKl70a4ZhC9HXVUzE9KyxBvzHsxfjuZARF290Cjcx0hhD0IAmuAr4GjCQnRuv8ozoZSS/zIdDlNPoaUSoBvf22DjM68HBfKcdC1t919hPDKzZ4YVU6KxzOxcd1bz5ikoRjEXn0iU49xjyxPeQAtvy8b63LbJtQwm7VNkiVxbKw45ZPQgU4qdRhE6cb7jC2aKQrQvS5qJOWoxf9YgnfcfFPs6iuA2KPAyYVXgR3/V4EKmAWcmm0SyHS+V1JGObateSMDddHVYIWnZS7QgZZoWnRXSDScSHydRkHOZcbjuMCxV87Uu5ReCJci1KEN+waa0z41p0DhhVLN9VcKisAIC2B8rImiF3+d8TVzIlUmWOhAO2nVYtbKn/FJc8sRz3tFcMOxeac3UdrT0CD7QwLHA3hkip4gaGhDJhinUCQhSPYQ9+rgSJ42hEge7guP2is9UhMN9n+n2SeL4EG9s8721j/BIWNATI4TpoSM5vEYejvjtiZ0bTgD8hM1LhIZLt71vKiktZFT5tqdXEn1ZiwS9uqKWWPWH22hRx24ba+3N6RO21NgJWmjTHCHRZQchwjABUr4xGb/WJFzKaHejwfCJwTJbj2nnsv2h8eJ4qRRQqH8ofFOCwVbZzIZ9MuR+L4+6Vghz72bUvRGMvFnjUqAk7C9TYqRSPS/gH9zOyT+HMA0gde9gndB79Kz5xXkUssKoo29rLT+v/9JtEct2nuI71e0kTanmaU6YNvW2d4fCR8rmribkZpxkMmlatZkRdct5lehbUMkIl5418648bbYYruraZf8DOysKAR6BVAwO/OfFOuFp0AiS1ShSVn6tH6d13bzdkBMD0dbnhgafgJGvxx/iV/vn67zdbsfj/a8hc2KY+tprSHzYqEe+q6n0ItVWDUwlp5znZ1U102XqYvtiLi6kbuYHe+Qohal2gdXflwUThuHd7ENmpNQ162eoD0XbhzdjLm8NEOp6qiyy/35+war22eZdnH8b4E57IoKspoRQYMTvE+GLYTcxsh1125rkPQSzsBwfKTPfh95Mge267RGZ//CpffLuoXYj+PBe76Bz+J5a2EY7O/p+WhpP9SFWLr+ujvIohZ6UMjFwmTNdcnmo7OTNyfPb3tACO7A7L4AVhld7Ubo2bCs3zL5Ve91Dk03lTsseScw/E611Gtv9xEKwvgkULzJa65JAqxBVyD5vyray3RH6Hignx560l+pIAyVZUp8ojWRfNsZgx/4wZ6YsaHQiBYniF61nM0ONQlwe8UJBeS8N6BObLrNQlqqqpatsvkahJ1qKbdh+Yjt8Ut+9Q5FkOEkcsPG+fBH5dJInFaFnE5cDvrIXQ4TOL9wF3hPHkUCh8g4C/wbWRGQIbgN2mFNEvIrxGKcxZ8X2xUMfqg2uTXhPjM8PW6EbctgabKQyaFtHEM5x1VhSlQcNHBiq3rlmd1khnsjZ2NDqPYsvYAY+h25tO1jSrDYFdSLfip1wKSRaHDg3NdS/TuikZJiO7LcniT1h4HD5wYoaviUJ4Cp+Jp7+JXQPhLE87+BwypRdAlDnkmA0BgXj1WsbIkEc3/Nc9w8FhrQFDaFs8keH9sutxyLnvfPly0tNp31ctKar6kQWfjjOzeyv4aKOpYmVMmMFdw5cGsxwoVFmQ1UIOuu+dS8VZdfoV+RMVG44Sc1IHIc9u9SkAEYFMalZiL5pjh3836vM1ImRGs+7ESbiex79jt4NdSK7CTyAnbsiQjbPVI9FeyGRFNXkiDd3T8jlIuSk+JhmXYAxYL/JvbkTN2fMYB80SeHgietKi2fsNxC84EL5rqLPTFAcbEiIQdviiVdJZD0l7MpkaBYyZ4BH0h/LqqbBSybhfbl+PG2tyhmOGvvKEAI3zCXJIdd3z9xkpPlFeM+IYPmKKB1WgUipb9E3CS9MecKg3kt4uTDSyaNrrs5QPKQY8PsPULbdG65HXNWCNm1C2tMzEu2NzuNcb/iHMi0XmuirFR6FbwEKemMXzW9UDEjGzpl+1WnPF9J+wUGw6q3COKTnjAod/Wi/CySGY9XFqX74is7aqg16sPwZpFRpP3e0HhlqTT75GwwQv1+wT06Q3p9ob7c8Hz/YwyxJl0PPYU9yQoHwKq3f2efdJhYavHwMPvR+nX27VsHKxrk7NcgfINJyRK2n9/nBpu5/embCSCiziNwA8DKO34Yg2ktoQQJoR5gfd3ThN3cQcydP+HT2Z/j04UiZqsd4SOTDRUtpmMsGDHEnl0YUpaJ6DYaokwCDdOrxK4kh3NkTSpmRQZx/x1JFUF/aqUnmm8kF2nrsWYq5SSLNq37Do6MxCu+QOAp11mO9ZPnQz8IHFIHYe8xBuQqV3RYTgzRDVYqjQtrRSUeEoxJscdPHJ2Lf1M9/UWhAFn2FmfJTamN3syy2WSf1+u507QKA3fZy5lEsTqu78hbCjabwakF82i57JIXQElGt4p/b7UxmxlL6nZikzuoJVtboSQ5U5CAgE3a0MHEzwo+/Jg458eJaKlrKPuF8IrqwA9r+iP4TGY+nTbifLjvjrJwb0ZB2aHLbqCKQf+/qYRIFJ4cOLN2HQpxV7lO7nzVJw2MSD7rIeXynfUI4C+mvsvBej/Hm451P5xS2vNYyXe8BpAAHqQRDk5zym91acBGLp6jGIy6CGeElgCAJT36hhHvbnRmQNyo2Q4MK3cQAGOpwFY+SkOOZoPsczw+QzKcZktmAhs3gDHHIx/uqzojH3RtmrQ+fcD1EvOjHIi2qafSrEtOgAVRYLms+78OiL3NFRHRCOk70IoyrI8OMReo+A+ysjllsuDXcxuCnK1YkijBNEPgTtW/pHoWntUFrbb4vxfWMEg1YgPien/ZxjOjAxE5aIPmHG2F9m/Tcs1sFrC/xx+r+YQGAm20vp2CyiPagPXLRKt4UAZVLbIaeMoyy4bkPr0Xpx7olx4zXnXs+mD0NjgjTfWEhM0OMnboor/qtYi5UymOZDuAPuWaAauXudyLqvZvQels7TGPHkadO8Lq0w00H/O1xiK8Ne9/AWbtwqVGX7XmlGy7N4n6WvGu3Kbrs+KNVtreYve1+DDuJIGczbEqc+k/3+xtCw/AleD3PNusTSfbn8/T4YMD8Wngm+W+to0OGwSccYJi6Z9pl4+JWfEHZ2SYAPSEQzD4dazF+yS2pmIUJSweFXvL6wAT/8FkgN7zyuAw5BIy+NZnPYTiIbBP/QWVRXnWM7VVt7a9urP8yhjICti0xLsCwFVnLQMIXqNz0TQAk3uDl7UtH0c+MjsbUmrMeXI6JhtcqRq7itNSULfh+M8bIgzalWBLe4MEPmNcODQF/01lwdeA1MywzKMgcAeqkrgzy0QQTPmUcIfH4PRQnntaNkBKTPx6fy3T1DtSzub5iNpZ5ypQfDQasefo5WxpWNF7OkZfgXTzRELN4hJEF3Y3pRisvtiRdaZnmZqXRvxyV2ba0QTrHgAHJIL9AK9wOr2SSaRYPjaxtTUyhP5rwEvBlr3UCy889FZtSeJNTHS5TKxUQjZZaJsYJCb7aAAMnGpI2+8w427xndSvrqbt3bYMiwrerCr7md/BRKpSq4ElkBD0ffMvMarOA3pJLHc7PtXkTI41WS1EM77z2Ety68cxDpFFoYozE9ocN+Pd2Pv1TobHhQBUc5Rs4v/oySuGDDxrjOKOYZM5OggytOZvcJL9kqm3PjMOIt0qcBWGxvgKyvCGT22r6zoAzQw/QWqucEhWUzFQ7U+SGFvwG1noFxz+t9CHq/BOV5eB2UDDREh6bEMme6NDBblU7sZaxr2IibiTJuwQ3xWS5Ayv6yvxecohAcRsrEodyXm/PpFv4mr6reV1UCqF1GnPA8no3/l0jp4/LaC9jTA8e+w8Q821eziIqIcwtK/ElCf//FTnOAvOreU4/FXvBhWA00AWqlbQIppfQsc7Mt
Variant 3
DifficultyLevel
579
Question
It takes 9 full carriages to transport 72 royals from the opera house to the palace.
How many royals would 5 full carriages be able to transport to the palace?
Worked Solution
|
|
|
= 972 |
|
= 8 |
∴ Royals in 5 carriages
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| transport1 | |
| number2 | |
| type1 | |
| place1 | |
| place2 | |
| number3 | |
| number4 | |
| type2 | |
| transport2 | |
| correctAnswer | |
Answers
U2FsdGVkX193+Sx7PRozK2xQZe+E8QwQtPhAjUdlxQnzxQfh1aQYOCq25YbbC1fSgVkZ2NJEfrh9llk6H2qTJe9EwkFVewVDgFjgfEx/+ZszHWXUyi3dO9LCx2GzZP30xEnOLhyes4xx8OMYuCmBkeQQYvTYCnwy4lJQpwqmAKyNfnlGm1PME2NLzigBlDVgnCMKkDw+ySz//hotRgcdbNu6gOykmE9WnRlMDbpcEvejlERXTfZO81HpMli4B8YjodghcV81zSpSQvrbd7zUw0OlA6Z49oD2s51Rp1EoEpUM5VybvHUk6keIosOyCqn7RWJrwPP6GGM0x43/4grK2Qz7U3S462SZLykbqgHXTGPr+bz1BWmBnC4d+xCZllmkV3LXD/yBnG+lB+RyICt7I+HSk4ywyhqmChN532ZYJZ3ry7zgdOjGFuc8IxqQQg1PXtYvswxXgLSfvaLo9Oq1XfhqSfhbRTBOGtw1H+jFXetI7TFSVhj3CUps0jEp+VZlshhMauAiosuY5EMH2iRUXoI8JbZTC7ocD3mTWaVQwMGqZVrJzlxcmQgXKzfeDmCCqMgbad0gWuMKLmckLD8BkN/E7SiF61bLGDs3GiMRkUAQmMBRABmhi1J8e/zhY1anpbGgHKEqzYCJMuh7GbsS4G+blMm6AfRZXKTVHBSlqabpP8P3fPXDHXrNs7eNVZSTocRyOjPF+UknxR5lZnzZlWwIhOFjF0vSsVVg+RG05fTRlg+r7Kfu7edbqCAhdne0JnKQW2ECacSLeSBfTjrC5z7qvE2eLmULJVPX0dofw2sYObhPgGFz9FZb9vk1FPXYAnqTPHmGo/sbiUsZ5cPE1xB14alKkPezuMFsPJ/JElBY3iOpoyudAPp0HlZks1EtxY5LQK5KCi78JDHn7GV2xEDWn9VjonpXrz5zwCQzLnCfjvUsYti4Ky68OaYgkc43qjXcXi/wEgzGWGVdFYGIqdVIWZ/mKq7lqflf809auXNfWsD4crKpGB6ufiIm+rAkwn2G81nUcClvF/BpllkBHXaxYmW5tnosGwmeht9UbrY+w7ELw7AGMUH8ipK2SeFnJMiRMQ8S4K6VrU4PVcINA8+TnyjgW0PTIeeJzd9AffC/mYGNY2fMkTGbwMydQIn6myBh/FkHD1AGDvEG6CTT3RfGbbTqpICoFQCi4+9r1BXk6TIVvQb3j5ZsVVowwOdb3C5prOZQg9HcYiAPn0vLeseC3XnRcDuKt8Zk92B/onSKRX/HAjIayFytamoG6IUy+DxoeiVE+Q60lxsFtvDYumPHUvgrxqbJAxWHnSq9FQsySTATmOoxfvylXYuVHx4ME8rY3NME2Wupiw+RzThg8h8WrEMhbQ2lyR7yUvWSZz1cD1wdt2rH8isfzUpWcn+yPO6SuIC9MZKRgwCjnbrqTbL4nhBKBdmrbLWe1sqF+VI1xjf9aaDS877t48+9LrRWP0vc/GXhaD/RutaZwQXTZaS7wOYYXMIE3N4JMeG+r2llQrwTU8mlDhBcRCQkptRplszUL181YHvzMZhW9OZvAIoAFeTJiTqfh4CrE7Rf4HaY2rIPpIZQ36iLPyCBUGmF2sRPjdI8saCxlpYnXrmCrdFCo3sfL7/VBnfboviTwUtODqs5/vjb8UuKD7gWnk8byaHBgfaNii2NeqL7y8afyF7c9y+i5+v2lQMx0Kv8sQw7BkvOvQe+02UQSRfwsi1Ic+8DA32yrXN4/bKaEmPqBH74vjiYEyeE0epBP4skAzNWiWcs5STCLkW8ZkR8mquLe+7Mn1gYnmvVuDV05F/w41/KyzhWs2dT7R2o4h3xGy5PGPFUOoXDKEZ/zDE9As5OQge1XuCxKtW0WxRCfcc1ZyXiC2MCNYeMJiZ/Ola3/GTgCJJgXZHPtKdax0raVs28wgdnvZmjaynVS1T1TD+0TetMYFkRmK/QJsjUo/bUo37a70bKaoaBh7ANnaAaxvxGJs2XJv6hilBCKxUJOWEu7p9SbK5kiQ3W3ZDPsLnjlN7+uLrBoEWFJxbbBqzrlPYKlxY5K3O96U/hKcBowesclR9U0enBWhB2bsjMDR/aYSSwiL58Q47G9UhAdGlLTLS7YdjFJw4CsvhVYNCbvJu9FXgHlXK12+gKoc+7c8YsNTdvBLf8lIXJz8FItLE+yugL8v4K/764nPxzyhMUPbAM9RgwrPn3ubdai8zDUuZMsfjFHWjduYE6dVlu75T/YTEXmYE5Yw5/yE6w7oKKPWqWcujhqEfYz/xXtjYwBxv10BXQGu8F88YJY53BVvt/A1DcEC8Qja86cXVWE9/ylFW6eYOJgzV0AlMwHnYWPFQB/JZQiCwYNxZM+R9iA+JKjOzuX0a/hXybFvRAmIDxfLsJGW17fghxy+YxNybmjpyJ02WZqt28Mg89gOfbNIwhGK+OiJnBf697CXi+0UC9N9rIQvGFVTReMpQQS8s6BcbbPN/PhmrQxMtrDp1tzrUZ4ePJmv0owA+jMOhOJBmTxbMkIsOS7b87XwMSrhDS8V11LOWvZjSNhs746gIaArV6FgUBIh+wDgUyZasQy4pXme0ZGUG3Dte/TBJjr0ItrXyD0EGQHQ2sPausVJmbd2N0Rr19qnXjYJLYmWX6KBOMh+gY/cod3Cn08HzIVTBVdWbi7dTk7pikXwsRouUOZQtM54qt5JveTFmBwa2jGRJlUH3htym/c+JWqe7UU80YuKE6J4n+zfyVE0v6Sil9DQOcVcXu1DEwokHL+rE3UQvA75xxae9UWzF52liYzZvyckQYZIBJ4ohzJhQ1hEc9LpWyVHF1FHd1sL2f39mkAYJSQ0X0WycsWvNMAlB4Nq9JWp8AAcSJQgDBoh1yDvMHHvYOpCia5FuzP9kfu4p0zk5B5AnG3RTTfQLxyI77vC0i1HOLhJLVr42+28xq8aE8JMuJW6/Pkkt9S8UAqWSbudnseCMQAKSw+2WJ/XpINwyizYb7AisToW5o0kRUV9Bs+fVtYFI+jSlyjr7ySA37IZpu8c+Dh7yk8w5DmX0f+T4CHuLlZlJ+eWBS3xRS6kwRTThRNnBnOJExSiTbRhQBnZFU7yb31kQhj4TcAjTFMC9jFDHJiwOpBQUTYtA4MwgVqp5wXMONGY3I6cp7ji3YfH+E2Um834OI1bHu5XJB/kx529UGBYrWu1GjPo+/7gLgDy8fcUxQ9xMxriBdFPP3sVxjGcftiEuIPC3sO1t8MMhzj+Kk1d9v5XNaTbrlcW0FyZMA5XW1W9sNouc113Kp9IRFLCglEPO/0vKffylLoAz3FK7a3KCFsK64uxVjTKZ9iVsTC+6WQR3Op7P579+hpEOyPEZYyO1FmkzrzkjOUBaZw/B5tFSGWqXveXXiFKxqYMhrcUsge8tFEMGlTRlmPo9FAm4ygnvQASzjsQ0InWeAH490EEjAHo2HSM0N343QsgM8BN9tpKAU9O6sDIkhT6qCB/7fgSYv6Qrgm0FJh7d+JN1vUT+OqfUHpZVISVJCdvfsJ4byR6myAJAjV5f6bbNZNrzQEkR/aeJGA/YoRofJiJ+LJfVUVGwGysqKgK79ChfhodA8n2iE1Y+BIBZDKo+vA7uzJmSMSzxiwKdLLj21NpGYYvFq9qONE4SSeAXgZAf2FHG+1OXBgwGK94yyZsmlBHGcYPvmKSErGAeabKuo6bB/wjFYLmsY+VKwFf3pmGYkFCjSKUYDzusbovLMA4aIMGVPtvgitAAq659SH8Xa3MgsQJMIKiDRub1f3ps/AA0pZARGDmXhNOrxWWNI/YafH5QAfLBa/pNN1yw4YlQ2wodEgl5tTzV33/mnOjhA85ue2kd5f3a4odJsvm7b2mXXqK7GhtRPRugLuY77n6jNNiiMJPIIsEQJDT0wOFFXe0tpcqGxgh+29BYutbIATzDAU4oYT2bnR668qmaMzol4u+kB5rQmXQWLYJfGWb2Q/XDRYEQV5riZ+dDMIHFHAShf+kzERXta6VyViiSweX5/qjM/sSNZ/nngw/+3OPOgfgKkPgQ3C37w78yZQmkC7oMh10Io+RqFilTr5embE1CntkBEq5zS3j6q506gucRoSPWj9ya4ueyL+rKwaEY7ibxnYJKdoo8kd++EPlw9BDz5BfNKaHZReXI5oH5ItxaLspPz9csjd4ChfqUgVWGXPl5A8JrWGxwRoYW6XNrDBSvg4Phb27N66fpc6m1hZr/Uh4k3yj5Y/j6pujoFzhPH09NTlqDEZur4lbz32koocplAfcVwQCErhEj/8bINUvNze2Nb8y7r5z5fJjGo+zmi++R3Vqmd2AycaBIwkASvbkxCfWXBnNpKqII1mVuRrkEUdGRhfTi6GC9czLFkPuAr/vDt2kw7ViuNCM0BwDJg0pCmXqXaossE/vlVZwHd8PFyhgUhAU452ps+x0dAIbMLXJJLmldOo+Ddj+VG4zXu+2IXMmk9NdCkEZp4lkDt3UyKr/n7ngofXzgPc8Xl2gJEH1jMufemffOoe13AxiypxI4H2ulgXty3EWs78/AuB+Kqvn6qil0At23DA6EBZvCfMvUCVPqUX+692Cd6qykXyMoOtAHX5rNNkPD3QRKE1DXA9t7TkDpVOdOaVy6YKTHUntE4cgA+HvuGJ3oxl3hA65lA+7ZHZ71LHC7SL5n0FQGoFJw4/R196AOayxfJlpuBuUI91uRHS5vGN87sbZ6VbbBYb6yBlPpMTfJ0QjliKZJUPalpQF4IBaTgFyNx8LSs95Bm8uMzbnJd92Qv85/T2n9q7mkL3hLPbbaHvxslYyJMCHc3bQfj0lMQKVmqEnQzZQ/8Pp8mrryLRs1v+sWI7jo1GBacNzfWODnA5F4ADEOIvkIgDUzYliv1VwHfcZZbJ+3WOaN+fySKxqTWc3Gx0HtRYy4sXd4Anxz5fWD9uSEY0X5Yp9d/9sDcDNW2NPYybL8vCM8rnAcj7ExvnGIvSBoImoyOmeg9lHyLrWN+Hzy+jkemNLFbXkiVdFrUFAfIvRpOMyhswPWE9xTbzK35J44sp7j3gKVWeWUcK3dRiOQ2Frp5QmSjfjON5jijyPPHQCSCXuE89aDOeggr7wNcVe9QbTFFSO1QuQV5TB9I+banpHFAiKjW
Variant 4
DifficultyLevel
580
Question
It takes 8 full carriages to transport 56 royals from the palace to the ballet.
How many royals would 3 full carriages be able to transport to the ballet?
Worked Solution
|
|
|
= 856 |
|
= 7 |
∴ Royals in 3 carriages
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| transport1 | |
| number2 | |
| type1 | |
| place1 | |
| place2 | |
| number3 | |
| number4 | |
| type2 | |
| transport2 | |
| correctAnswer | |
Answers