MIN STD Q1
Question
{{{a}}} is catching a {{{b}}}. She misses a {{{c}}} by {{{d}}} minutes and then waits for another {{{e}}} minutes for the next {{{f}}} which arrives on time at {{{g}}}
At what time did the earlier tram leave?
Worked Solution
1st tram leftd+e=22 minutes ago
∴1st tram left=g less 22 minutes=11:00 less 5 minutes=correctAnswer U2FsdGVkX1+L8sWGCSXr9OY8rbP/HpyfY2D2v9uwYRO10YkNLSBdsP7bIWqHhT0ze6ir5K6X2JGR4rDhGt2s42UI6NMIplYotPRgsIcf3fYQQjD7aKgu+SWPN5LPrj0OSEIbCi0MEkvKlN/qY7ZqFxFqOXm0adlm4JoDgNi0hJu2wXLr+2V9NXSB1/3Ul5z6LZ2cMBVN4EHaH5T4bnKVzqjJFUgYpAdrgPQIIrTSV6Usu54+jO338Fg7OvbZoMo+TbZMUcsxq5RMSb0hlIQcRbySWQsnssbFc4k5nIb+mAYnztflKjdsaWfPi/twaSbv53v99kXuyqErzosHJ2gNRuEoUf+GRnfaOo2TCOfbHVYMsy2IADaMQqGPnA72ofpc7I5RKYh8Y2PJHi5GIzNkdvF71SnAqDd/Ugs7Ad9HGi6Gc47WMgBsA0XpgTndofMDQGICBSJgMH1cBDMS0wXc7LaWOSpT0wK0AKfSehlm/QZcsYrxqCnH6CnAsBcrGC/7tno1H/Xlb67osi91Yl0pjyCpmJwpn7QIgSeHkrCTJfmXH5qcxxMcI9E3C9+3agejNmqcp7Ou5CzkGOoaWEyxx0M/xy7OzpYx6nxOrp/QNvej2ZfOBeKqJFDXoWOZ/R4Abm1j/fD8zILSA/S0htkLwGecfFpinO8nW186Fu0kw+CVhMpn5wpLQN36Y/WEw9v6bMPr1O5bDgUu/tuQ8T2C+O9nLo25oUFdw3OasGj5ASsmc2XvkLGxUgfqc44l2dSJHf5Fl9abVUz1TP/NXvYM1ZuFQEyQvl2PjIrvNP8QsNj8mIxYgQzFxIr0UiHHcqqRu+n3EsHm75VCGcCKU5DIggSmTBLq0OvM5lIWcjXHMT4x5jOir+CE0rqaoHbOGMc8FGhIjIFvADNx66RGgN+U5R5p1xk7Brq2qrCfv45q9e1p+sCT3bRUjIluRMqzG5WLZMAZTetgN6TOaoGIsJEbfBtIrj7PwpWSOzZSzToR8NWmcktINWk6RG19u1bOHkB8TrbGlCFsXGXie6tDK9nd7C1scm35WYEdjJZnFjHeI4JDFRXF4suZ2QXZE95luhWGN6La2Yx+hXQsZJj/kRshgV3v8JLVLHVEsqR1L6aZJ8bvmBk891SPhTQMb+BStAPUClFKOK6SmDWJUbZHajEQqWtW1w2v4WW/fU7EPIGZEbHlJN2bs/vsX6v8cCtykI8mLelgi+Sh8yF36OkkVl7IFKRi/tcpdqq6npOBw5N5fKqVNpvhGN5z2LS7zjewDCXYKhF57u+d3p0IHlI6x4Kk3GcLq1FNpFeCZLRDhO7Ov+afTGXj1wk0Zex/ImGXFvurN++iKf5FD/p2VYFh2xFsUGnnm4JrB2DDYaDlBUPlDuxog4upFPUNEL14N7HpwpOCf+/CzcmnKf40eompHXz5JAHDqNuV8/Lpr4ggha+4mtT2ROz2uRkjAQrR2KP7/hkKVoXJa9yAxVk2Cea2y31nI5bv3Ebd8DiXruiXlCxczrJhdAaslRDFX+8dtcAHgFe/cL2QimYwEPtye2eTAlrlpX3CmbM832EKhYo2uNi4BqkiQbShstFgblRRvHDLXFP1I1cqC8j8tvTXv/45JaAyvnGcv28uoQ6eRNyacuN5LnyIQhWNZ1u0vfXqr253sfFNE3uURDUOADIx6z2HOXNDVhUJKeh5hFle9Nbkm4HzyBnLBM2xiIS0P3PkfXkiBd91GjnUQLMgQsSU09ezHZuDT24Enasb4PBkNyhJvjms4Y32whhMZFU2S25tTulLAZqyuNIPYyn1O1sQOBL7p9sglcIIYtxXPU47w40cOZcxijCsZFQqKOHVD0sYUrScU5PYyfJwMO4C1EyKFPEglWMwU21deUEj/BaUJ3jldHwnRd4G+IUsTTQXVcFrM2iSLREAEya4WuOOn+V2HCyptQd3ifhDyKpomGOpxG04ch1pMPBKDneu0J0SKq62S46a3ekvYPRr0EIoWKngv7yn1Kb6Jgdm7Bfmx+tTcPvKcqpI3C/78qNPiOsDnrF2dj/s7Gr4pc0xI+YwAmSdFsr2PK0/0XyDq7/CjA22/KHRHPPU2JZmryS6b71MtpSTA60b7rqNC6K5xoWA7EEHUiJXr0RcRdRis8178rEpibNljzi9qReb9tER9mapvpARewJO+fzplFZEZXgA9NJFBq+vd75CAI/1mOnZPr3+Fw6oXnWDqimwEDTkqrD3PzMnfwOQPf6JwuRAb9/azBfV2KNgSTOtILxFOJa1G2yh7yXYGyafO/06ajtZoOwUJ1uUn20jstDmYrJ0nw3w5ct6cXMpS5zmBEup/HwcLL5Wr+TKtmTRno6qSdaiuDTpYEWnNrGoFSGI2mbhmZLlNQmsKHk2Pmywx+8kNN+jcDuvZ/Pw76+7pJeWrLgxcAvDANbcRX126+UxqcPQfFKpGaWaiumyUcnh0O4a8YjKN9skz3i4H/q7DDqAl+JMwyx/dBMs1CCFVEPkvWXoMDaPsTuJxXUltNlSCOzbs7/SOgmdN0EgkcvbLU1Vl8xa7WaMqdmQYUCC7BDoy85JjPDMuddAoMHPXp+GW7KDRjblXQjpx8S/1+pW4Ldl3Q4wqSL97zK4mSPqNBroHFHUrlSiBtvhYu1OBuRmX7AJp5/a6PU2MS4HJ5AUvc54tT+A0Tzgr6q1FJ6RpLe3jqfISQ6ZxqJJQjkZPsK+l1bySKgqmJdfACLlz4I/eB4eMZAu3GJAeMfn3yTPF20MACkXVFRKmeKf636KQOGsXxzdfjGDHIxmML2hTeWd+N9iw4l24eaJs8Fik+qGFaCEb1+ujZIcvu9Z35O1mkSGsYzXxa3aWrBbFaVqfOK+MyAr/Tj4yt/nrKC071R6tEbBOhxKmM6BqKdruUbmRHlIkLew7mkk/r1qsPMxIqvqooa7V4RgydEJsKVDsa6V7j/m33xbp8b4iAsAlSs/63NMjNihVGEAgypsNlAAtVU/1NHrh6fOHUvOZgK8+34wZ0L8n0uJOoy4vwctXIHiHZImnp6UZTE9Tb+2ncECz1ERCX4wNlFTId01kUVaPGET8UqClyG+DRCkI0uwNBciSNa1A/+dQJVKwEL6vYJjyF2WfePQIe51s/ur2+MfPuriZ5y/nLdev1V+x/Nm5VrWhvaxhlWMGixO3NpkQI/69i6VGk+aNEk983AiMChfUEdWIUunpXIket/vGVB8TLq+4V5MWIg8eWcXh43QpjK2gxAsyhODKePIHKsxNU0w6bcctxf+XU8nML4TBDLPMdl7Z7Thvb2czr1q9Rx1bfHXxx6iB89HIYCEwbIIf9xhujzoG4yUxs/MRgY2WT0ZoTeltPu7cE2TdEZcaKYNK8SW8jitKZa8ughuKWJXUNPw5f1FQ86rVyOaKk9zfpwxv15Vx4pU242wqH6FvHqMBFzcT5q4D0tUMn6FHbmy+aQ7Ql+yJ8Oq1iH51PMVJt6m1ULpRbiNV+znZ91z3E9XBgAEa+8a6yMmum+Khc3i1oc12yx/ysyElZ+SdFs41GplPaFOmOW+U91eJRV/vOT1tgBlEmfvIWll+OvvBvo068fhCqSowMWtJqOXumqK7Z+7+km47SC38McRaHoCq0VTyPXbCktribr5XhXL7lvbc5MqakdVE9crxAv3l3k64yPXBw01Ndyew8lu2nfP29ic3MmgIyX3dwIaKZMP1NO8FJOKatK07Hx9UQzokbeSPI1Sf9YOtvksvwQ5UWXnOdoYexKg6HgO+7EfqfxKgsOFeCTaPJVeaRpPdORdGQAYPqoLnyQBjvcedTVrtQg7CCZ1orXwdciQm6eiP4yKffJZ2K0DOPa8KC5nzmPTIPPgMpwS85rcS3H+c6rbfKpMIF/AZxst1tGRFhp+4MaZyimYW2K1kNe66qHwwm2xuLfecNvXG94C0Onl3I45cpsj4GkYnGutsFWy/xwRPTPnfGyspCuYQmj5KEgl01E8BcSc8HU9efH+gMSx/YC5Tn2iN/5Ki+n59kdexm28XqKTf3raV0ie1Flq9nf5ZtMtDm2VnH7L4iS99Ff26mcW3dZWcmZF6T+Bj/9okvKxzRViz0Vjktvels3jLkbVQlkm84w1yPtKIXP7FHtY1wbmOgw5XvP0/4RTA+8yph0WYVBWns1yYVP3WjKm9rKxjCJDL4B2f7SRjIxUg8OHIVPnVUNXszDwXQoONgTdMcZCamehzpmMMcZKJ2u/LtjV73iTVwLvOicVfu3raX8J3BFvJ9D78zX3qHzCyQsKZiSK8YAyqVAHY/qAUUuiEM85U3CrQCryZ6KPu8U6vD94ki6Y80H7kAygPRF3PCYq3znhvqDpFnT7XB/WqGLWS5/zSemZx2Mg1maKN9nS1XVBzl58CLHGDc0H6OIjhCaiftq7GM3jz9BWyWnJVOmRmkAPviHJ243gzxBgnISWCzWEJ/tdWE7M9d4UWlI/Oo79XCnMrB1vHqKegkbAfULxDSnuGRsCcRUT9oTqz9FhnmOHv5pmm6P2tpZW6Ma/xsaNMykXI/WWvIAJxxZOzSG6JIWGsj0Z9b8faOosk7j/APUTW3bwGzCXOTkX8cvqVQNYcXOG8BUnAapRbauJC6AxUSoWhzrWYVTR2tNWb4yQydOrxmBOuy4/C162J7eWwo3R4NHWJ2vTBVezs37bkT3qGowQBValhQbWQlW82wk5SZpttYCaFpqhqtMsaG5CLBEIyUmRaB2EuZnFWWjgZXL39USZhrHFjSx2a4x+Twf94ymfakMV9QmdmrveXox2vXUSa4ghs+VGP9twC2qQKI8bMXWr4CWey8dj06DiXFucFQ+PDky9iBMyTrkjDkDhR3n/dkNgCsYwT4X/uANtzuk/R/Jl2VPEolScL5NzWx5pqeR45M9wBH43vWg5Gcc1lsbaQP6OdZLCmuwR76IpzQcBFv2/3HYB7xKhYwrgL5O6FSXPR6Y135j6Gh8gaoJaJ3HGDBRAbMOOZgzGQjpT2acXxCSHTH/neSQTFS4AiW0GdV4l9UH0uDt6cG8EQZlGzSSpTR3Y6zvBuXSVnU25/oEcDoL/29IIqaHY8AEgDopJa/BQHXQny2+it6mRoZTq66D6gvXWpOvHbqNvZSMJ7IDRd4EmTX489HaSvvNzNPy0Gig1hswbxn11h7/a5SvjxuPLjdcNd1wJilRiYrBtdk/cbWxbsRdhGgj7UYnRQjhd4bbqXBGOjT6v5ie6nBetU9o6q3fWzBkj6SLd0mpiNyEw0yVqj3Vde57QT++D+s2tg3KBeL6SL17FkxBBc1Rn/3VghwrLi29+hrwYEMfWP3JGAuiSr8Lz4cOBKON53rDWEJrjc9WCLonbOzc+TzRVKHp8WB/kkL3m2IAJJFOBf88MQUHjSgMB9wwSXU6rzqWZeez1lJuHvAmFWIiVurk4wq8022eFfZu62lqj1o6x5fLimDWZ9DaALrLQuptyYHAXygiHIhXKV/O93FjJBvYgDHEf3tREVrLg6VWmfpSCvi11wUe5OcXLbIW/LnMeLIrUW5yLiMXnEaqb4BcVxLInFIVinXNJScIZmQl12wtDSGmyC+/EJgPgxaADg2qlpz0tbIkboPTGgQI1ariJjZuNy7xlFUupjQY81toSp9zl2bgO6Bz/9o8BnmxhemY6fNQPdLQplRwkY4QSkYBipxT2OLv+poAmd6kwA0w4Y45C3Jrx4VcINXoNZK7C+OVPt675JvMBpjueSdJiwr6h82pdGcuQD2XvAh2zmf1Ry2CMJ4AlbMP6w/XhXHTO0s7S89q4dZVWjgmLMqk78YcZ8hqMJPeGTiXbNQMHTxRcX8STSsYq48Llw9eRTbpWe98xhzXcegjSirdIdeoeMcGvNHVO6AYBlPPdcrVYJfdvRH9RnGR0Qyy3NyErTBzyWWj/Up4xxL698yGm2zbZQ9lmA42LnwUv6zIfrXSg/cQI+WX8yRiFTHXvesnHENfmkJrQJalNtzR/p/hyfE5CjYoD6jcMw2cUG9bN5dbP5QNF3+AhEvGk2POuBMeTjoNIYDptEglycMzNKfI4cmv7d5vBInLnNVQDzBMItSaJHRLePsqBSoiA1vQTdcfYpgJDRl7SDORiPGiYQ43pkzz9vDVW/mdY0faTlpkGGiwUG/Opcj9vCOeBKUpwGssxy4vR9WfjqXGcAkjZ/Xc9ccdHeh7+Y4wiMvTsnoKyKelNbXi5wGTJ13UigoeViZHNpZP3WX7BMmQMQypNfxUkalGQ6PZU9mZ4bX3BugEPqvMEA9WpxX9+36+HnTa/yDbYNYjz0QJpNZC4SJr+Ka3uczmIVdUmVKxV0pRPGSP5TREbS1T8Fy8w5wKfcztUnASCJk1LPlLUjuzWGhMpa+IKRB9DYJ8IfwRQOupWqQxXC/60Imns7X1tCkAmqzNupDtJVnl3BaLyJ55EVzy4xS7cEwgrDSa3fdSgiaO9/kgYvpDIY9VRl/XT5r5uXEwUtVP1OPtR6Ey7jIw2O6/A7ZnarHsCssK0IflXpsHDB1QkAvuM3cRMgozEUumgT4pqJBWN8jw6U7c9ZZ2vchZmU1B/FHuAz+LRR0FE13LzkLPTXgr89vWIv4ktom8Aq4fsZh3Z8p7mXSj/fERvNhH/TwSTwJgC0YMV4XmRllhItY+XvBjTI9e3J5Hi8Biu+gu//T0oe7s0ixmk5OgNqKc8WIYZkVyHryU3vd8sJ7Vn27eHZzsaOD1kzcyWgrg9C14UsSbqj6hNcgIq8qyKAY6/2GLEn7eYQIwp5H90KeoQuK0xur0weB/OVspnFROnMxubMsSNBhi826z3A1R8HIQsQ6hJqGxQciDupS7u9gVlMOgCl5GkKKotdzDYwIUQfGtFs9QuQUe3ihtTzabIIpC+v9g+8ltl7bE4QjSGJEIa9Q4e+aC6q9AA4Hdz3o9sTL22963+F3k3QYoVBQnwUsurhlobPHrqFjz6cUaCa9jlRwWCg5V3WvW+BQ2wNKW45wqX7+Ci4x9dKTZ2AZVslLsCiOBUsohpD3zTyPrHxrqSSqTcy6fuTBCeSA8lYWSap5betPAmmtOwR7+ml7MBFN37muyg0NrsvtDAT6zf6m0m7yyFl0rNeP7apSLtLKHu0bB00tW3Acj55KpOM1Ls2gCIv7PEKk5r6pqIHNK/IeZWblmifod4pRT0ST0vNrv274u2387nGPCOWmpYcI4Qu0s+0MT805vBE2+4pJVejlPq4ucgwL13Etse3BNKw6QK4FdRW3SF98o/FucVuxClHkvghLZeQS618XkJOp58Ewto41QcooBq7c+9xu1ergNCjxn3+IdCE6U77crQrV/W8GvoL2zaFv6EkukWNH6tgttTN/42lqfVSlGQ8OzYCjBtLwFdq5aF0mw5lZX1gN4EgCzFOx6M5P2+WitboLfGMWDHdWtzCd4j8mC7wXCrQuMJ6oGIGE0gVKxn2PSj4j4g9CnIwLxIhhMo1Z6KXHZXG0SV2WAKxTZvwOtpVxf5vWXBfpn2CNPUWNT0briu+QALq9bm805H/Swl0/Fp8kiG+J8CSgoSDIByTQcktMiyA19a4kqP2vlfv3NLLSWljWEhU+yHoGHfqtMcE7qdk3Wwmb5j5aDA8fG7rfDo2SD8jBFXz2TKwEkFw/RCGDJc1iF5Rig7JX1x+xLWO9VrdUYCUlVXjOLHjHvsGp7+2kgh1skA+vQ+bdcsG+IpWkGCJ5q7kxJok6giEaeTdIUvsPkFSHhAr2DxVTtKzB30JA5/GyUoev87Y8+g/nYJUWcbqRdiMZ2MIlabaB420M7YEFXuAcPDybcnI4Nv1m7MeKcVDySZjNHYsNzhlIGt+QH139nBBKR1g4CnIkUr9o6YeFKEG+X6z/z17+O69eYD48bfmURVFVaNFxMn75gtozBMYVXZIf7q/OgDZc+Lkao5rmWsuyv87yfZAd0M380P3H2p8F3nUgbhDK+a/cX5Ocp3tXSf360XtrFX78Yy3Kxet4+CYR0UZVU6CeoBHQTQf420RQhG1TNxM/DdbmJgxfKZdxAGWGgzqf1Z77g6h4K91ZCkbQra7Cbrt9WxRswZsWRswMtpO+4dJALuezxJuDh3LwoUnFMCuLfqQDdwc9CRm+nlFrSyEdgYZmiHgXNCqimIhOQLb4+TfwlTIMtyfcFlFDoQ5itAfAfoVXtnHA+tQo3/lIC2Jb9TIFSEMmLyflNoW7xGIYIHYHdzOrS2ZUzhkMNmeiNaoTAMbl2kFN+OV1vxBabe7yb5N/gQkF8wNlQKv9IgVslhoXvxCwbVIcwrYmu2o0bjdtLuq6+ZR8fY6W4w7U9E5YsL3ConllOt1WeQ6RzQUrZ6Q3pngOrnEVX57kOKh15L3nAFHLpw1+qWPm00VA9A3dcY+lqWxVR149CoYoJUZZmMOkIBmqaIH+xplHM2HgdAK7XzrMllcJwsrwFg5+o23ZsjXvwefEvgzyKXHow5RNb9a0Wv86OG3prlc/8DENa35hi5TnavJsSeYiaZE2M4ARFPin3WtTFPkJR/BrnI4JxOFUt69XDWYCd4ooxEwP6Im4CrFU49YS9g6Cy+A2xq07RYFQf8RxUxxcZEBej5pvLfF2VnE8Lvk0VpJ/wxd9vyMu79Ohi2qE0GFgZQ12Iph3aJVvx1Q25qZ+vPIrcSJy63HX/YGM7eOsHw8Br4Na0LjcMqfw/4maI1jiFYE05xZ/jUlqHivZYi35teJ4qlmzqwL3dTYdJRibYBOVCpcyoH65iOeMQ8Wqt2CEkb2vmnO/1/6sxq1ZYP7A84nYIMN3TVcR1Q8+14QVN/g4j2Iz0lIW2RhyNOu74vhDx8pyris4CqLfsmwvyDsk05fujpjHigsN4Vv93zsAgt7xFBNgKLlw94ONq2NMKKT+yoUI1nh13WG8LCiSccMyCuQVQ5CYHhCDwgCPTLE51ZLB5E4IEItmaJxFA9kqig+2BXs76AMzk6vKW98PnT43yg1VSfSqSlhvmfnHcy/go7CoS0BGzxLh0GCDSOx7nPtOmzVzj0bCDSLSDHxaVus8QqzEcDP00CoPtRJ8WAIE8fl3uy/QOEqOs+dtZmmdhW2fVS/nte5KysgwK6xNxKEEDBX0VnlmMHS57ADnWwTxHfQIRaiB+7Hzf01xrvagzzSdaXOrxG5zcUrTcLZYfmX01f0RY6+cbYmAmA+Yx9eVBQj2PAcyJcpFXqjeEZWDtjBwU4pMsf6UG6fyOC3nYZTT4fLP7okV5JSBXfUkWzdh4mi7LJX90nEhUftnXtn24IHiDybca6FncFiTlopvzw/UbvXljvtmijw3PBDOZRDP07RS0k5Sp1fR00j/h65BhHn2YUsIibMciNxVsRfaRrQUPIJSJDfcx4UGoCUrlMxtm16TnCdfl+fLkVhJlNvrzFpc9A7gsboj1HAjp9K7GWp0pmr3+iMr7zyXBViyzFTjWfFmfiAlZF496yX9tInXsLc5VF8YJBCV7YkaEB4VdCYpuUmuuqvwxnRHkDWgR7LNv+gqwFut6e5xpbrOSbVGJ+73QBUuxK3Z8mGwttD5uCpzI8zu+nMFWrJ7pHWVHTT40g+hZr4ZRcCuBMVZatSReUcbFZx2lu9YMHZgboqpYP6a6sQNj8GhwltVk4Z8ixmd/wHletknNsmRKZKDUfx4O144274z0pRu8jcJRe4Cz09YzCCLzTeoflmy/kAup03YF5ECZCXpang0j5gccHMHuslaXo/ef7xhf3McpNQXRi7ESkJm/EUP8IYaZr3q6V6brhNbxj6q3kXG6qtCbZuIAwIaw1aJrHt/NNv/L344XVcC0rybzojTWgdvrpbBRl4fSFMYrVL8IFQSQnSRp3VmA+LnhCV35ZnZZT8NQgeZgRgRat2/Q4D5cCBz3RP6ZYXlQXFqsxsBqajhEY/Et21ACi6pOltKcqjQF5xzbYmmSc812VvbbCcgh9PuYHB5Av0Q0ELsNThWOuSU9nVkw6NZYC27wEhB3uSyA9jA4+pLZ+oMp7hcZPBWTaCl4OSmYGhTwDnvX1NnhHJ3zNYXwL27WKTdHczlzW+0o5ixL6nWHQZO/N8fTHBsbh5oh3uAEc4bl6iR0avZBuXzdfH4WRSsDMfiHzAarUlMbKXTldHULEMzCDHaP6qqjfczsCLMvxkHdQYeS/BNwmIBSd4ePg/MslSQ0C2oTqZpCIaOlgCjC7dfMmr2iAY+ii9j0fyfGxLvBARsflc32ahzWs6i0j4T/awM1og0LucJvc2HutHbqLtJFFtkQvCv9OHpjN+Mb7UOJU94ybi1hzXHAF5stsdlemS6siWA3Dyd+8tyofrb3qU0NNm+pCS2S86RmabOT7wyEcQjrBFdNymX/w4S18yskajggfsmLE/5EYVwbhJN5ReadjG8BPnGU/kVKZ/qdpazXtuKZ81k1E37sq5jtELiqjz9iIR+jiCir0sbmC4yEdgVmNvzVyPNuV9Nz1Hi7pPnw+ftjzP4xJbl1L3ptYG+pTucd6GU8uo2vAT3AZ7MLW7+rkwdo8EyMXRNcxstcgZ4RJVbIDAyTc0W7dwY9MYEz3XVBkc0nGG7HvHdIY5DG5HWKDmmPophYr6LvIqNaJIC7FIgJaOaE4e5e/tcGsqbCx4cyy8ZCCpLNtkrezGVsQ76opshkgVFWrbFYsO9MLVTMJnsiS4CGDEy47I4mcQgDf2VxAa7T5nqF+nnN3bAihRkyYw6Lygr+K/uL1aX9yTCiYBxOP+e4r/6qHZRI1DA7Brt+SGSS+Koq04PePE2QA2PNrDjpFfyuQgTQQ3RPZwzv1N14F4KLbksDvTIEtE7o9QC627n6iN4kKAtGa1LqgPfU0jhOOLbUUMB/FFg/7uiATNfpN/oOnXxBhe31GI9memaR381JglpBu657slu1uPR2MsZBxFLzGsb+BcfXI6/hesOEfXEIW0EUUuH5ONCGLvJP7RkPR/sDsIpvncQR+3ZAWRC7zf4/0cAF2sNUzhvpAgQncF2XFBOvJo/dgd6Fe8BIotExmAeAJdi2W8ZiqNQga49NHdthZgV/e83i+ZVn3yflTLzjPZsL3FiKabstFKbe7ioodT8nwdsl/YAWLnA8eYTo/JNCZAwV82KWkhDudfjUCpUKDXgpAIpcYUn4SDZLqhW6AuaqHALvXEZKE3bRQexJNk01PdY3aVO5lN71j1hFOBNfX3VmHmALLGNcSUIt5udYsQ5YSBmEKMcO9bY06rb/7DZk7oWd5j3lHUkV0Df944ZFobsaAN4+8BoVzCsYhYLdjq/xGACMzasHqropyQMkhbXH99A99RKCWWItumvedeEqY/4DY6C67UpAy6nQv82n1iP2FKOuirxu+OKlhDGje6xLbUfrk+d1PCNu5FpZGEUDpZO6dCygRTDD7+XjRp0aEI0DesUFQsvfAu/9b2FZ/gjpg8pA5bHyHRYsCr9EaVuBVxX+I4LXns7kgk3f5nVcbJLl/Z03L0AjACYFb2ezkf5fQGEet5zTbfFfx+dRUtUR2+vbHPkPQna9twNSYRXXe6722vMKbgE9UFDp1/e25In7S4Nr55e3UMW/QBoet2H1bTf6WC6e4KxqrEhGK9YWHyVn/RWy5/2YjP/8wXIaNys1IOgxAZftpq+zLVmxNNg1LsA1O8tb1Qh0FYNx/iLcWV+c8v9ZCBGftlmVUnuruRCTQ0HY5xb4ncv0EPx0Qh2Gilpu/ssjn7jdXpABcoec3z/RUUdM4X4+LpkHPqgaF3085997XIFImI3+kKpOtvYt1TA==
Variant 0
DifficultyLevel
101
Question
Shelly is catching a tram. She misses a tram by 6 minutes and then waits for another 16 minutes for the next tram which arrives on time at 11:17
At what time did the earlier tram leave?
Worked Solution
1st tram left6+16=22 minutes ago
∴1st tram left=1117 less 22 minutes=11:00 less 5 minutes=1055 Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
a | |
b | |
c | |
d | |
e | |
f | |
g | |
correctAnswer | |
Answers