20049
Question
{{name}} is travelling at {{speed}} km/h in his car.
If {{gender}} maintains this speed, how many kilometres will {{gender}} travel in {{time}} minutes?
Worked Solution
|
|
| Distance |
= speed × time |
|
= {{speed}} × 60time |
|
= {{speed}} × {{fraction}} |
|
= {{{correctAnswer}}} km |
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
Variant 0
DifficultyLevel
569
Question
Michael is travelling at 100 km/h in his car.
If he maintains this speed, how many kilometres will he travel in 15 minutes?
Worked Solution
|
|
| Distance |
= speed × time |
|
= 100 × 6015 |
|
= 100 × 41 |
|
= 25 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| speed | |
| gender | |
| time | |
| fraction | |
| correctAnswer | |
Answers
U2FsdGVkX1/K/mpLcLAiGXj9Gi9vzPWjM+c4bKp1IxbcP7sV3BfIYo9NjtZV846CQEi/8FZ8w3lapYBUlI+cVtAKbjF7RAI487su1NKIDHiDYoAqBEXMa1QHd+tOEuB6o53oBuDiR8HvCE4CbOodFiiRVWl+09ogOSv1G0ttMcinTlb1imKwJ2GORgA3oIsYLYeUyopYD56cbz0HSo9rrn4Jo9+vJHQdyywGCEZlvsh6FuUg8fAiZe7qVQB9b9zhAz2zWFuJOY2AKl0FnD2Dqp3bIKXgxbOZMPSpGiVNV300zkNUnJdmEXPCa1hah3YL6NuhWCG6s3nL+y0w2+LCNuXtj1x5bwBL2HL8hK/OBLrmp3b1F2rEOgGFCFM3g251GCabBlD7zUnvJ6E02TxKeeUwoPqnOQ6fecfJCxEAb91El3jGRFB+PPIA+ujrZr8S5JxDiBEpLWOA9rzTTpaFUH/xCBoywMmMDuemuNQSerGC03NIPyw5Ez6b+YD/EzjB//N3rLbnnYZYvo3DMZQmUdUWvY//FJMLcrr8mLcn6JJqYD1tZCbqfMd9z7DAxew5GYSGS4pAVS/ZwpmvWZ+WZ/Pjk85c8GN24NIZNT/HKiZWzw8XU6zKdlubQxA+xzxohSqSn53QT3ZNrx5HouVdIrmdOQBIjBc4jX/0TL3vH4yUSTvkUbBkWARj3uB/YK7ISAb8kgLVgrocja2cGC6/nWTLNBKf1/qniNyKEc4p6ZHGNFblk21378FjTm2mlkhbOFtHzeQP1Rn1Sj3xzIZbaSslZl6eZlTB7RwipRT/zqM3BCPIJQ2FBq2Fm5dTzSAvSH/JXy2Oln489VSz7UZQUyyxHkQ27pGG0HMFDpd3FhE5EvCq6bE0IKlWNoAzWIa9v9ZNI+8TOD3OkuGz6v9qv99VorPODVNF1LMS5jleRGYpaPzvUwMPc/o0HQUD+3tclpifUFtSxnDQFbc2YTWt35iY/ncEvBO1TFLvOijdk5D8qmBIYAXHnhlqdE8prDm1SSBlr5PwNtI0k+zPXEc+BaYKYXD9/e9iH4Lhrws3kCU7ATJJuZlJnMjq2GjcNExB2gJFHa89gZlNcCtDtb2jPN8rWkeDJ8GrkkCF7iPjmfDRqESs7eJXQReHp722JGMN1MaXBiCcpzeeKNWQPcfm4Lyqgpk7etrpiBV5R7NX43zZdYP7p+8wbB/dlm6GWtzXvSGQvRBFzuUu0u3f9m8mmzi9fMNuk+K45ki9a+khMAXfi6ito9ttlR1DBJmMEylvt9isUwBgmj3FR+NAuWSG9L7WTbRaRE5fTw3M21K124xl2b1PWLfJYYxvT/iD+ZpETaR4OfnfQoy1p3BtoXtRkzA6GkHKaj7/S4Rj16AAx08EMsYohT2VkSt+CTEFla881kl9wrNT/mLf5o/acDqL/fg2w9bq0rQCeGfyRBouFUAcRj4CSUnuYj8VQSNjADnKh3Qxuue4cX5GvqSAUZVX0Qe9kSrBfEIhqZv6Ct45Ns8zmvtTpzavfe11Oei7AWp3nKARDxe/0QmHUBUX+u5SIFTjBCZoDPtKcO0qaj62Vvohds6QNIyWKKBl5t/1H8E25O4Kn4oFD9GxgRUNttQbkKy4NRVtHjWLcsbujolzVd54Rqcis3Zihcgk7CWGriafDiJ1Q8OOa7HEZvbzhaWh3BoCXKTNA7Gm9A/OMc5u86yAR+u8sWn9V4FrUrHRQ7A82ajAkEIFEoCJUz+2kWo5eTsSDKj8mKp7Jbc7PGcfPHi6ucW96ZljCBanhuC45/JqvNBL6IQaMD5WcmGM4wiWULJ0AwCngsrAn/KSwgk74oKmFoab0w5wnhX8aTk2ByS/2vp5HF0zwl94vreqDv6Ei77wthZJrNzmdpgUydArjmyQEiseZGsJqxue8780BoXQSVxMYNYayDmkaLU8fjXZsXAuqQ+iUF39lP+trl/adeIP4j4aGx/S+cgClpZi48xe3z+PPVHfngCKKKz0TTyRTM11hD/bzYLskmeUKSHXadJ8tpv00W2jmbYU+lbCNMs+PAW7huqFNIzfy6gon3TLK3V2WwUYGAh+Hu5iEBaVJilfB1m6Kaq7s5YZln1gI1ETMzEDNDwa8YSsJxTztbrLdTgBfotz4EnpM27qoXjaLF1RXpTwpwlltm3/SSIfTU6O/N/D6FhdKF6Ryl8NciY983m5rxCXbxXM97oI26iD7fhaycuKlE7aGzFvA81qCoZgLuji8sS+xVHcZUVYkH6KCmr1x987Mg3p9iIW8UNpVpUTbXSYW1PQlUIe161z5lJDQsDXj6HTc4H4mD9RvFDsp/Bnf9QZYWlIdWE+LI5Z+q/ayQSQrXwLiZhkzjLY3n7EN+GFipuak25v+98EnnNNgDwSQiyGpL7h+H9h4umPOkvU1znUPg5QnbopvIxEpOhbsh6hweeCrA0F+IAE+oJUZX4EJMRtRpXLPW2lY4IMkumJ3XgTpWmzvDTjQ+L7t6mQr45y7chugIIRKt1rKaIvKCkORIiVAJJRsOb8Y0gYN1eJaCDImMWPXuxNQ2ipDlGFDQBvVVCE6ygPHnjU43z1Go66LKRfy4zS7j0U5EbCrIm1K/lh5cNikYpAn0Q2zNaf50ipTjuUzwDhtIR0JVev0iWKtS3kKHR6Y9Z35JxJweOwVz5GjMoNxGTlZmK1tS37DOVJvwc+d2nwRP7Tj2I71pq807I98mQwVBqImxgc3vtv1laKfu0Mq72C9ZyW5ECgB8f+xxc4A5/F4xS0WFT0gG/6VJ0XCbMuN1LZ6MsdN0NwY88PYHD9falFe4gYrCmMkqoo4h9/5rBpDOWuSX7/VBvwNfW4lXWieXXHlH9MjIhmZYOV26+RpFR4r75U7wy+0xJgFR83KnlmO6cGJJ5wdrUooi8rI0/j1eOjsp8dYwqPvos/9sJrp7MkiTdJf75IHb/jaz4H0NaxMf806r+QVHXSGKJX7mLdPKFUfAH7tCBijs9TzY1PCWPGxS3zt5Hq98baoI0mF+0MNCw7nlh5/hizvO4q1JMvZmlBZ+SiJY+Oc8aO/eYdw2vp4V0xA/6URviMSJG5VBNje3xZ/Dd3cPlvbBgtbblRTbKMoa26md4hrUYaBFq6kjI7IUKkx7knabUiyxi4P47YndYYr3PVuREqjAF0sqsFV/HEizhz0iPADUa//+nwqAmWG7cGIm069zU9PxayuCqzbmsmpui4NPzUykLqyPtf/dhJETgVZbP95mf67B4qTJOitS/IQq8E35Q4DB7FBKFTMEHdUfCLBG2qqFlGlsra3f9ILRgBwedLjPzaQp6uVa2CKjUHIviAUuebhBU9JteBEWdZQwTZ1Bv7pOjXgzCpPJuHZZWzzFd9/UXejPSOmi3rUUEUvZQLyIVkia/1d/lcDJ7hitjMrykiPab/hlvmCtwttGXnbbD3CESK/famoicbWTz+FjQtnSxtZiiU0ICSpUABU63+Q5E17nDe7lzt8nuSeFmtGi2YiRX6CpdIS1SLrTAbayY+UmYwdbNC91yn8tcX3FSOE+XBd48u97mXAJq2PNJa+N9/+q35OtsmUR2Uw5PQEj8EiW1h5hn0tpTPuvQfcgcPpK9o5OAge0zTPZH9u/o9k+v1hcEWFLZnEGCvF9ijDf9CXFpizEES0Fod2C0B/IgGyxCT2EnUzawr/LOF9juapnZDxN4U7ZeFCa1UPxbnqYqKnRn20JYNqfehyz2oFkNvSBa4nc1X2JVoGOztbK4cY9bk4eLH95Lpn0RFyw1iDqNB56fxAgkWVxrpgmmKTAVwJbFvFk9++KcxvaKGZOGUVKpz+MkM7O7oiYb+sKbbl9CTFHLNeZmr+RefhC8hGZs6m5+LbpH6Y2MhG13aUxZM8U27BD3x454PNVUSKzLJsnheuBKNtr0STlYbO/5nPuvMDoTd3WLebLDDgpHCcp1PrdrqxfT0/CFBEFH8fdlDJ6M4Mt5LuLATUQ8Jjoll3vuAaVXtX8EhefSUoPZ6V8mGbLm2kZAwJq+egK6CqbaKRlfHjuJ1ZgwDjukKZMZ1PcUIjqNrbyl/3KZwEgLRCxG/wQLmvwJ7pp+oLBXTv9SJ3e+BINdeuj2ppajDmJNjyNMxvV+fKfE1oS+1KZ3+S+qzxlzbwGWSN0xMg+eZZ4RaicTuf/SDSjSZ0o3+SrcKfiKYwJbHkJODgxiJqK6X7mjV/m4cixML24mCFiUvj74zzbAEDYMyCyIc7heyaJClyagfcnp39aatd8RhB5bqUZcLhCeML4ExJW9fZ1vgRmOuWqoUptcUPozuNHU9fNaga20QFR0v2skzD8Q3vRQep6NphqhzS94R5QJGTKI153UKn0ctq9UXmMp9bOYjZLmo2uipLFgFQBivvQD69gdjG151K634J2ILIw0MuXCOILi/P1o+sVpP06UGlM7n12IUzqmNAJnlBqhMa+2BimLHqrA3I3o/TW8+V0WHpnwxLj91L98R+h3proH5SQhIBI45q3FWHEujXm3GrQVx78/bV/5wXKZZclQnwOjgSAHjJT34zSsel6BOlflyllFhPmBaBrQ8hSRlPxeQAnLMmS/lpnkClY0X7Ypt1f2sYtUAMX/Owki3RnGjyY66jcsIO4dLBirXNtdJHiVN7DvRitjMRabmce+1cODwm6eCY4W78HL5WZiEdRU12zXWcAAcxthRsrHVd7d0L0loKUV8J+Ymv5/aUOXej9Ys66CXJ1fN+/wIQgQMZ0c4Lr76Fql+u00QyjEsFagN2JGh4RXJ2dzcKyayHsPsyQwKZs8XgR1r5PG5AbmEX5Ehah7niMiZMJvTSIcU2CXC/vgUv0eD4xIoUhhgE9YxNlo/EGGlgwAU63ZcIrj4EXj3zB/gPfUYL/RFW4+X7/Yd76k8kpNqCdqqGpnPDpnP3NmsdO8ovbK6LLZH9LHK8/aRyiwrbLPP+m/NaeYMoPQw6TPFV1dh8NxCpEaxJNSKcLdXE2dQgutHhlNkUCQb5PL4tiUTIVlVBGCj3rDqTMcK7AKFiFI+5EOcNcaGHLMyfJp51tLnH2KZDK1kwXV2Cu4pye6IhJZdcJ7itMxsfuARqcp85PyKCxJYozHsOROKB4+Ys+xjJZJ8a7PVnLKkQ2zRDXyk+2hgVcv3DxvHYsQZC8bZ+ZAirmnyrLlA1PdxuRjlRCiaVWyYv9wwoQY7zyj8niHJ/6cfT64XinCxi3IbYzVAKkwdy7baD0Ar8+tDbvjbBc/lYY7ry7qlFc62/HmqLO7XqvwUASKWpt8Ca9SUeYlekRLealyIpu25lHE5aObhwYNUtB6Ti5HsXIb3Hi2i6HfcxlaCegOiOazmOKO0yFz30KwQ8sqNpjhbzm2CF6m/GmLLq8jptdxjbQN9rOyvkk6XyF2WJp71AlUIUzm9R04cg6HkUFKXYIynVcLHTvi1W6hZikzoM8jT9ZCiRvJzxTMtWA/yO70fb6EUjW0KLxog2FimnzSC1pnCY9AatV85lhFTxqvcf6CYbaGwX7vf3p7eeTxTMwnM0mA5BSBHsw0j53rMfzW0TlRQh9JklrTdB+Tfh1lKoc2pXnhSvMGaDvThjKqGRmQ1BTYqLShIEMQeg+Usyrl6Ejzzhh7eAV03eLK4CMhlKKkjBG1z+QFRnZIlGtlVqC4azWSeoQ+qBzGPkngh6nARGUJVc8mVzUwCtYVtSgX+qBvJvaNf5kKVMj0nq8GqvHWLxgoyyuBcAAFrGOAj9xIndiD5CtAxtL6OlSMhrYXs6FUs23i8dHzyHK20fEATYerggHKm9Z9CzKlrgl7GZvPNH7BwP5JjrUDhGH5GnButzAJpsiFnaCFJT2xtaSgg4h/YGdXyl06mndxbtVu+CBb3ovhl0OI4jPywljIbP7g/oKo5mjqeiAQWVFRJ8OtyvtvAS5uEI+pVG/lo2/tLDuuuY2LeedBKvQGvjUkWh/dnzUXAj+p4/aqxob12VpV5G4xcIppP7j5G3yhSWgiZKgA+gQlseJCcoHxNRWL3e1Xv8MMDrplKrzgY1mgjFnFAAMX0qRGKVQcQyCYTWxQB3VBuCFY2uCz/ENiWnJ7NayFpzD8Oo6tKBUQjIUlRB8b5PD+oEp2sLqweXuMYzfo46BRhZtxVOfKkddwTWIa83RBe7jQioq3dtG+WsXADI3HrEJI7oi7edg2tpRBaxvN8yCFdKAL5vX0brGUBgJXpyjsh9VDEnI36H9+zwRqjZITerZmbnCH6x5GNL58Iw58X4F9g25yJxUcak/VgyAhZwGTMEWqbRIEm6VenB4YNGCihVbAqK8WU2+wAO1yitKP3N0V8pYLthOTalSk3PnvpD/0WDAm+JUGw+qNp9KlC0NMZ/x6/6PjODmRYqG7wEUs5qq+4mRFBFMectHz/Py+wmEhi4F87uR/y1oG0Jo1GgYKf85B3SMn3O026ciOAM5nOfXvnFY2oAXult+tphsrev5h9LCZC1EaaYcAKRASD/6p3wIqT4gyiLqZ8zg6kmofRnxR6zsOJRBktoDJ0ebbSinNB8T6zNiWbqta+hyQXIav0rd6A+5dkwtq667RnlCBA7pUBPwF9e7/LJ9HQuW2G157N09d/UWrbjY0seaojiwFIhN3k4Hg3USpwEoiYTp5474Nz7QBJKYkfutrA8azKwO0l59s/adBOSR4ocqRCLAost2K7oFJLOBq7tY+kZrG1KP/6gzrpdlXHks0dWKDaFSX2zFBiEQRpKtHjivIVTSvLRNK+v5nbDUKLFjZ8/v8WG6lT3OUE7DyQmNXaVi47wGQJ6Y/4LiyJxLw+FvcSu7Kpr9sFl9w5iQUyG8u3DjaK2M0XUL+tIZMHslIlvzM1hZRUPHqJWOlEW9p17ew/p56P+HXjsQxdtKQLZFyHy6q7lIa8HYgYOGM0LLSlpXtLAuX42VeExgfXZdtt5RAuLRLstemuwBSYzet8Yf7KLo+5tC+H2DucW6VOINgrJLhHi0/Sivl6IALkNqV1us5D6paMVVB4xj4p7zUdAHdTLjNvnyu1XwzIx2+177KNfNqqNb4Vg0hPVq/Y90plhoa5NTSNGjte4PnOa7FgNkpQUbHtTqwOg3RpLEHiujVsKS4nU9JekmaNMTRywB4hO682ruiCN85Ymh3yPcKJ+qG4xvjvVq4ss72mfIJNcDDUY2z0FQu8un/k/m5iNJbO5F6LW953FyXnzCGMjA==
Variant 1
DifficultyLevel
573
Question
Billy Bob is travelling at 120 km/h in his car.
If he maintains this speed, how many kilometres will he travel in 40 minutes?
Worked Solution
|
|
| Distance |
= speed × time |
|
= 120 × 6040 |
|
= 120 × 32 |
|
= 80 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| speed | |
| gender | |
| time | |
| fraction | |
| correctAnswer | |
Answers
U2FsdGVkX1/Vr7O7TGy6pXQecZKMa4+ww95PToTdtVAm7V9qbdpQ4uV4h4KlYjnQohiq7CyqP1AML6Wo1Fl/ht1Hl8H0Wph6wqtOlq+Ab2F8EfBXMhYwXmoUdlkFw9NgluvqOMpv2Z5w/huSNkk3tpZaqhwKSfrXrT/EaQyTpJqxRRSE9XfB2G0niHKsbPj4BF6EeXG3eRi6A/uql2b9krJXeGUJN+kImuNKiNf3mqrYQTgEs5LMigvjWNRKUs/3u5PYjo3zpk/pwDnaqbDHvCgU5DkYqay/U79ucWEGLcfpQCMBf1BzmpbRC4bZ1mFTmqX2cst8zG7khSasPt1Tn55x8+75/CsGw9K41i6/dg29Y9E77Vt1TLy/BuoXV5jailYp9yqTzA+UDfDoorm9lIc28DfYZFfsBwmRd0Sa+YlVTT7+F46shOlwSIvVdT0sJ7JSBUxrPUuy7QOI/manDeO56BDiEHblVwb4aFTyKqcMlZIWtnCX+iRvc8nW0MO4t+sglKTaubeJVMz72qi8nhanjDfJgodDvq/ywwSJcJ0E08rXvTzMDMxKgOCQry6mVKsz3e6iu6++7BMbXf/f0hCAzEASwEyT3Np95Uo33f2Ou5kVO90ICN3UdfUWHaPhON71XPH600oyrwdJSUVzMvqhwu0bFZ6heRDLmPqlRDZsADlz5zjyXCKqYVahZl9CpLIZYTlamiGEchwN5Lczchv9zGcJQJOAuoJJW+SlkFZKj6GWLHXQ3flJtvhR2F9iV1ctibUFd1SzWMbEm323aD+Bxt0eEXNwrOaH7J3Q63RDGYizwjTMzdHhDNL3TTn0dm7x/M2QV/L7XOtsJvP89jptjZtwbvHOqxE6PWH0Cct3v1J+kLgYmfFhZOee2CAPpWQybF09mqDoJFsU+rN3eqqao5ztzV+Ox9Xff81IcvoOXUf+vcSnBqMiBU3RV74LQPRHYuY3MEB+Vc65q6Ud65/QX/9rAb86RyHH5sHMGQfUEUizzIP25h6KVNK3LpVKHsv4o/aVeqL00WjYC4nMPStlrIx0mty5LM2ZFlHwZa79fXNzjICniJSBIa7Hf/W0DnVp8QLUUyEgXDFCeuookdHHXyPWTFSHuD7JrnrxRPsUirvaYx2z9RJe1Mv5KyL6Fx4hfLOKFhglSrkybh4//rj1ILu7RtCkPavUeKMAGEaaztAGK3rbRzzqOgn5HBuWObArvFniKbLXAJr/3L3BgNsXTMlae8tFh9euIH7X7DDXwji0VDRPMmPu9zO4AcuzsDKQTjRR0J54gZrCIo/ErjgKS5LAXIuCMIY8vSyAsrv8ei9JBvlg0LLNg0S+QKTK5IeuMDn7xJqY73wi25fui6ER91CzJNNUgfmin1ayrPn4+uyg3n1c0zJ2co5mKXjC7ICUgCHsMpSg+9OqL8cXHI4BYbTBS1eSJ3d2MobhEgCB8oz3YXAteLQtdprXeeaMgl8MZPdNoNihIu2oe/MwTHyEQypH2cnIU+OL4yVVS2SlH6WiXw/hCD4HB50W6M2u7r2rkfHzxf6G5y4ADGmx97FQ4efKnB8hWD1OaSuUe5yATbr3105RwmOMvDa9FgfkH+j1bBWtXTURf16Y2ewPGNeVoMgYDCoXwek6T2jf/LeC0sYEPwJ6Eh0i7mIS6zg9Rc1rHDqjA5d05yRyADtYPlwN+m7GolswnIyeU71f4dokd6pqnVnl7Q2Rm3CJrGhFVe6Kg0X5CBmjyrE8gijAEpqrWEoxqmnHtiOP9dKDhsjZTiZ7IED97hOnNktQqNONnmMOf2qcyYUjbgm9dA/AOloExtkz5lF3XmSyj7ON21ftwfNE6QfEymdNLm+D/9pH0eNfwn7LSH8FysfR3VYeab6BY+iBb8FVstWdSn/VzRAcPKolr7u8kj52mWOQsrxeGzt542wzA1Ra4rciNyFTk36Ys569KthbjJdDyMYUwhTnoNhcjDGSUVSdwFT4DcLwiPBcW+/v/zXNgr6sZ0gLmZMOgjtlu+DLLTTrukSCfnxaO+3nbc0UygtafOBl/rF6RV1nGYqY2nA/2eCicHmLn5v70zC06S+TrEqE8l5EzdlzgON+JgwiigJ3dSqvf/JMJ6NI/ViLoww+SOmivcnJd2zojbQ0ow0gNPOATCl/PmwP9A899JoqDeCtuGroVU0jKfwcyD8rF/V37ne0bDokVDtB4rZmIXX/ULCCn8yGqDHUJWvUnxdkBP99LL6NPn1bILGAKnXd8i/VjjyAIQQ6kqKBknMW9eGwe2QkSTK5Wq6ztz11LZkStm6Br+bGyaKkqUg6s3fxUOmuQEWtStLXwUtjEX1mCFwmEF0bwA784fNKI99BJoGWhihuai6OTs9BtSm7PjOzOLWyXHJNpT+o8sBEYcBlCHef/o1LP7Go/5a33eesplfAmew6+Mtb3aEQCcWpC+yOE10vK1vABCUKVaPJr6TrAlvvxaoR3y423KcUKWmysUiVZn97KILYZOjXuOuZ1RudyMs7uVJ8LK9dL/JwT7QECzy9JUSBewfANN2UUhdRfWntlMe8YY8K/917UpKpaLWfEvAKG3y7hPkMpw9WH4tSOWjc6I4svN614PZRJrGXb4g10TcxAQXhEhrsYzyTSjKkoCUD6J0Gz67tz8TjQBfaxxM/ZE8Z3h8RHzcwg/2WZkCp40rFRCX5r7sysUpwrz5XZmdhIAGTGoVK7+VGEE+RgsK/RZclZRPqTth4v91bChh64rxWtzNP8Fn9HJWPt5dBDpImb9UYPSYCPTBcLPXwrzIwQDbCMMJ1+g3Jaa+A/meSGJTVMwrsgggMwUYrN1A0zQXLHfbXSf7BuwTPRclQOMpbVBJb3h2SVjR3BnqLkuLyx9UT6gIcqe1Zkx6Crfe3iBcKqmSQR5CmU3ewqC3060IpyN8gvhSDxO9qPkYnvwNOduePWb0It4wCUhHRDnQFdjW9H+K8LdY4L6+phb5kYQ6MBsmt15hVyrUPCv/p7tqbrToqcGt85VEc24ii9qoEXDZPh/GfBF8YcF4+d063ad31k1mqFqUJTLi9UR+OD09G7Uiig7XngH50+D0KdO7zRKPP8oQKNAYiZUs+wPNkReomk2TV3gxAVQpBxpkt6ypxOCwVGpzNkb/TtAQUfCdz3JRTThKrIRJvjHuDDY3NbAOj7V5dJ5sSV8xiy50TNxOJiDL9g0gas2bxoZiC6IyD3XFnyXADUxbDOy/29eWRMp+5g6aahbYa7grWu4Birre/oho4q6d36QYfByBIj0wVNPwy5sxD+LFeKMYHuYDD6AeyZBgKqMftncFDouHtjcpvNK6bYf9iun1kuuJ0RQdJO7UywBKfLiu/rkYECMszInWq3sHFA2//Z416OiFENI1RhFUnF2VYoGWIuPzRph7koFw4w+UFnUtyNrOoFsAfjtLhRSO8Gebz7H1QS9EVgpaXnEvgz9lAgl2US/YyCG8u1f1ME4ohnCM3w1KU5Tg6OXXnu2jv4+8G/bAxQm6X71WvY38neNqI/XCupX2ZPJ8uW06N2dK/AheLS5gQX6ODraF/tOIgxRnDdYknneRDv8B+LiETKkXzKLrFHtet83gKMpCbRNxzbnGM28LS4oszFdS0zS02oneRLmXJgHLbREFc8ZAumAl6SnXMpRDHNVX9F6IGWD/TzKsKe9jJvIA4tHGz6RdCMC2kccje1SNx3xZWS+85BzmfCW9vj2nxhmHYZ9z3Co3PnutHlWJBMu/oNLwgN7o3E8rBnQtvFfZ1lV/pGa4nS2Hzn3MDfYie/asyg6hbeR+oy/Y0JTGzjv/HyiSL5seTpj0QIPVG3hdg8rSTgswWcwBTZpgN6pzntoEcC+1f/aeMEJGmeEDF/8F2Ab52Out/eYnbimTWEwT1mQu6IMLwaL7LoC19lvIevrQBCjblxFWT+HeiFqQ+i/szRuS8JalBnrLbft6mVipPByVL24VgBhMtPc9+4vmflJJ7XANddP71BjtYZ2QXUHJ5c6kFhdN9DCh4gOS9ruuyfssjunCAp3r2QyA0yL31SZXZDR/jaeyicD3kFH2mDWNMXlhgeQ8yXsUwqyYktEPdcXXYKKal6LUnWZ8XMHuaTvaAZQlx1ZSe5p1AW+45h7Sv2oP6y1E1+2+PO7OpA/o85+XrZcEPyfsMM6gIUAzNQ37haYRAMBuwMtN4oV4W814yLhKPl2XTEppVF0rs30frDzhlC4r2cujM5KWqVAnbn0Gado0l4F9VjDKICHf+DaRfjplJTzRZBUg43J7jgi3sHuO+DXIvBMhhxcKU34+Zcb019/6bTHk23VbrG0KvsQNs7D/V01XzTqMDGLSZrZ+zc18j7ombvKAqAy2ajW1HbYy5RfMzdh23T3urmT1yxt7ShsU8Uq+x+1gTBAH/Cq+5K+4ZyikIovW3fslXerPAkyQzsbMVrKVv7unE2gWVBSSpPn6SSEBhFQokUead207/6/J77RsUVvbfdhvtzq7TjnmaPo/L4w9wEyZoyhSmDm7sWGPvzGP94oibsSMef/s13NRQNvCBAM3za+dkSAORjwMAj1/7HIy5gpHlq80OJtbhFKqR3srN77sKVwjTEV0BYWTDLLTvxK8hdOhrKu5Q7ah+3PmZ+sYSZ8rOaeDX4eBpvwCMRoDSMmQD+oim7xVVrJUtRqqT/bKWUmS/h77E4Ehb+2r7bAiDn9H3aNKu83evPJkzqbwjGV6Sf0gVFuIpu3SABVGSL9XwvpiJAcjoMaEgGsRfhnHD3Wx+RdmBWpKiuGOmR5jAYm/Zy2EUNWm3/G4ENwfO0tRlwyaYHPADmk4/dmPRulab7cdTroDcWSnjCo9FrGa4YTfZVjZxk3k/I02+tNPMcH60F2kEenVr2xo2Ji+ZLxQ7UM/iQAZ7eCMePhwqN0E4HOYWs3KXxJxDIIWKjRvIPzzo3Hz+l+alqXygyE3zFHImhhuLw/G2xZcxU6trbnfsT2jMyofzYbd/gNJ7GnpL6RdT1qQRW4FmbUunyCAVDJhRRLKq+tx5EhKMZ0CgO8fCEwXRmYKt1V4SkC/zkeCyJ9/6NtCqts9uFLSODXzPWkw0OMHbSxz6mEeKU/VG8Hv58tFngg2LjCDV79tSJ8kvqSFTkz/Cxks/or3YUsmob0OE9F52ESC7yM6NAUarfUuMLJz1w4IeNXivSRH0skNISm99SkRWuO7qn/us+yNt4xHAWHQDcb1GG8exXyyu34L79i01WD2aDFSruSW/uV8H0df0iZl9zS/YJjO/wUGC0y5n7m2ZmZjx118dHZO83sNQghseDitUz2NDqAOf7CGk2HPQePDjiiWeA/gAH6sadnjhwPJ1+Pd+Z1Rnngt32wnP29n/g0TOcsx58wXfrXJPnFzAQ1MJtX6pSlOS1F9b1rOUxzLUalTTZ8oZnKOXmVs0zRemASYeARi33HzvC1KV9BSL0Ha0BHt6I3bPLDX8fLZ396V4WCSeBBtmE0i6bd2LgzWj/En2vPIG9VSPHDnw2g2iupe6bBRSXck6SAq9KDV27A8WqfLCT+MB0BWLkRMNZGA1Y7tPPE2+hpiqAmN/fMAcM/i2XAIEmff5hEPfxt0o8XKFlZSVGmS7KFB67SPHfMrcLDqoJxxbvtwFYXlKiU+M0xvyzC8nwiODm8YoRhaycTuHOfOlFUp1QPSRpbM/dot2OPK9lSaSVsmJE8w2uul1j1Y1v/oGH2CoqlPFeUBxivr2kzoB/3oOR0AE7PnB8mJeYWnWy35Rnj0sPAfM/eWmKQCbZt7OrE8Ij8w2Z4eG+9kyVbdyL1rwDUq06705+XGn7943Gm2xz1OacqnjPzFDA0Q0oMuCcyvhPG+hjuYEvQbLABbeaNlcHYs/7Oa6GwxLF1M5sj8G36/8Ix/YI1RLJDIVXK7rHN4HWlrVULO+pLhtvGMgol52CwR+Uvx1Of1eMGnTZ0njorwcLU2KwuR+r/LHOjXzk6GhumY+KpR4q+yM9ESNTfLXYODfqR+8X2I7IKODC5aetjBzQbUmj8KbuXmOkf6MaoJkeRPII4jlbCx/6uiuraRg9kX8rvQzRYUy+vlFVBsaLnoP5S9byS1T/odvV2I87GTStJFOQQt5kil8fv1Jb878q+AOlyFQAafVh8kFYA4OgXRIxfhWgL4bZhkJjYgo5Bzht9dr9g/ZD3M/yvAMgcl+Gd0yD/SLyMHRKcX56UwTu7Mqc7iNjphL3JIcLNy3Z+AVfTVHbiRqD2DmrBbHR87NKCG4Q9Nq0fi1kOEx/wQcBkM4l8v5D88ozAMcq9e07hxWCZ3gZkmTCWHJg/fNLz3fgTv0Ys7z5PR7cw2MCHmNLDtXt2UwbrU8fNxGmUxBApQeEUsEjJk8Z+R/B379A9rMXAzTybGrxUqJe46NxBhLt6dlbI3wYlciMlx5b3bJZ40jmFB7NtFfr/E3+55y1QnLxdBFtNj0p6kZwgWFxKuy0+AL3A29UbNckDGn2CPGubIws/CSyO1HokGPWmwU4ih5ut78A1sq7lHmBxCprDd8+r3yAua/CfxxqJ892Np4KruxixZ1sO2AXQLc0gQoturw9JQBVs9CJpfsbz9g83HBLRo4CrC4UCc/b+xUV7V7QJvmeWK4J37afV/g9fO2/b/rURnvNnCgMUML4A49exwMB40wMCkhCC6C0w7ugPpo7yCesWFbpYlpsDBCj47Hll5IyDl+VLDdjqxjlrBdcE37a9fMSSWY6NdpFmhpkSs+qSkGwZddq3IU/eWC9SIA4Dhyv4D6Gz4uOdoaqwS29PeEZCEUZWnS+iEvrbDzr7BcwKJVE6O1BvJmB4TAhGRx9+9Rk4IeW4zOxozgstYDSKNRUIs+XZwNqA40T0znBs/CYM6rYbnflS6/mtliJfTeCoRIlpdXOR01mE+IHA8LsM72nP1KogULiZpdJKT47FSVGnEOTda5KJdc3PS+EMPUXkKyBj7LBY1zDzL/8Bbr8nya2IbHq+TCndu015llAqYISfW2wYDIZuT3mF/+csRGrxcTbDuWork0mejlXse2QspZ7A6f94cup4Um82c4K8+sge4ps2iTF3KgEq6AOHb1pDiCarx1xiawLeUCsNFS2aXzjalfnrE4cVY8hXMKdfXp/CT6AcGxGXONpnNR5glkdvuwb4BAv2vbwcMlkQwjRSjPrA5v78bH4vUGyd0/
Variant 2
DifficultyLevel
569
Question
Vangio is travelling at 80 km/h in his car.
If he maintains this speed, how many kilometres will he travel in 15 minutes?
Worked Solution
|
|
| Distance |
= speed × time |
|
= 80 × 6015 |
|
= 80 × 41 |
|
= 20 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| speed | |
| gender | |
| time | |
| fraction | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
572
Question
Choon is travelling at 90 km/h in his car.
If he maintains this speed, how many kilometres will he travel in 20 minutes?
Worked Solution
|
|
| Distance |
= speed × time |
|
= 90 × 6020 |
|
= 90 × 31 |
|
= 30 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| speed | |
| gender | |
| time | |
| fraction | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
569
Question
Ranjit is travelling at 100 km/h in his car.
If he maintains this speed, how many kilometres will he travel in 45 minutes?
Worked Solution
|
|
| Distance |
= speed × time |
|
= 100 × 6045 |
|
= 100 × 43 |
|
= 75 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| name | |
| speed | |
| gender | |
| time | |
| fraction | |
| correctAnswer | |
Answers