30055
U2FsdGVkX18DjlnnUfOTGZI2vWb13Tza5B5EX7OVz4dR20g3Dkf9huRkZ3Cj8/PmopLkcTu4cvqPJQ7HIpd2k3sZPEwjm1UqX7L4HFAxsG6Dvyi8urirxh41mUPww32+8QDoRFL9XqLGDU3RAiLIbM4JE+tM9vtxdVBjOVdChgrXctmnVlwZgx/hRo4zf+k6XLduKzq7dbHD04U78Xd0tzAzx/XyeQ0NsITKFrPfQb8kYF90w1WcfAm+RuLYqYGUWM9whPdNlIOj7qAivMuXiiKG7itZv6EGxgBn9/hAd1k+IG2vkTfhUgBdFB8pCx3u3f8miD9hAGeTVylI3Mar3dGJt/eOyxYWdoDl6mMCKAVCIrTeRuzGNeFCI3TFUSam906T4pzz0ZGseiZay0MEOVc1F6L0t9duU5b60ECpLyNeTXXlQYJqQyjVmPXkPS+23aXfcW/HVV5NmwaSP7n5S5bCB6J8Zv1MVY4ucurt64S09a5+yJ0oOToGx4ZRWvH/WvA0jfiNG7cd6lJ6VIUaIX2TpKm8412MDP3NPSZveBpfxmreyS8Ln7KOldbvyhoaqXPz7PZG/Zw++OU4LUkaC3TqtH2V9H9jF88fxj8jc4NeLLJejXOjAujp3WGxQYN3KWsKbsa7l1vjNTVmw+lsrCZ9a5BYO0ScNjeM+nmp7FusBnb01gB01STYFv+O7Df9YXN3CHrTT7dqBLBr3l1+oZLrHV4g1h721fecCSO46rH2HQv0wcTg1xwvLpLR1moH/BwupO4zZrAd4JFwRvBbaFNpCawwG1Hr2/4g9zx3SUqA+ZtCvE/+DbJ5PKuFz//1b3ku8SY78xyH+LFZ1Ph1YYbF/w4f7MXK/miF1FGjMjFX7X5+2m0iOri92QYVoYjWVg6w6OGM3hkAQsmQSL5xEjPur4jx+BWCwYrEQk7MYRMb6gfiNPXoI/0DS04BUnpOYlQGFhC1ubXB5kSsFY/tVSBrlhkacnXCfR1kMsjVy6BUuvFJ0T0zZCAP+yl1s9/QR1XUmZVUKL0vZllFNsGDRHJUgE/4KNTV54yWpDKybm5PFj8sbyufKauQmmxcPk2eXlBX3dhPzBqDEnFLKCvorvfIw6RoPrxQzQgNNPQhZkgJnlSvxGtmW0hhuXtFxt5eJn7AkkKkE+MBN8ZJyuaf85LzreqQDkM560W9+4yLaejZX1/VGkN4idZZ/aSPULu8dM1wtOy0vuQP+XuzR4TppQu+kl4xOv428BsqKX9/lSzphgaoEDntPqeVNfMHiLgm+sCdF4C3hnH/etpK7XKJErHivHwMxKyo8AZR6F/Pfqfz6VNlmXkQjwdXFuSfQKOA6C+MGNwCbaZ4hlkSSR03jjRT8/FG0dJHcckF9YBYMxanWIXOM55E/MCG5VrpiaG1G18DdXYnSfxFyQtMGRStlIj48ZVgPco+8y9Dd7W1CCk6NyjHBEzcYr0pgoUfBdNICVtCXuczz4/ghsv5jB5OYw9eHOSNCbOVhAGz7HgdI1LZ/cm5l37zJBwDVV7B+7Dx6WmrfaXWbBx0z/XCKg3SfeFYOTUCZs5zpqY3gb2Wl7Dg65DCxymMMbLgM0gS93vCva7i34CQ/JvZstLKSMfi6aWOg7z/Mv/OiJmY77sE8PNj1EKa0lAz9yNfPIFbBvRTjOUbIcg7+MrBA3V/Pxosv6trViCvO3gEDT0gI61HzPjreenqcLrN8jZCpyQjOTTgUUTDtYB7qm9KUyVV3UcjeJuBNHh9QD7zBehOb9UDjDUXtaEE+ZBJaZJM7LPdEakLOY/A3MgEI2MiXSOik2ehtApKpRfm+cBiWHQo3NcM9goKkXkdpaeALaRTZr/VPoeQTeFS9eRt26wB2NcZvqOcHvc4uemO98MRLykfa9BSdOMBXU/3VwUVGi4p9kMEKHJn6pIwpKsbmsx9S3K7MGw6/Ng+Kb4qgjINfrj4X3iEATsPqw7x5A8tK71z9Bc1JPg3bqAiL8jGondI+JbQCiRHJ19TJXLaoveclZvmtWNoHVN1cFUFZV06ISm4cv5FwGJZyktsV1F1ROj+O1QYLJ7CVXdUT1+9DusTpGTphMGJZvUUS4C0ZSxrI0pOG/7+F5QaHYHjuqgLlqxhKYmZuRN/EVd2okeetaM7I+KE7ttgLAJZ73+KcUFqTog0MZSp9Sawhc0mSw75PzIBcA1tChaDfyjqs/0Q4HgfxhPKMfs6cBL3np1jHewl4nFoL8pnB9mgJVGMfqZC0zdi4F1iK8UcchzfU3IFPpxcbILwQbUGgG6+w2EpgPaBsPxVDF7KW78cj/HPLCMgUBhLHZg0i7r7ClQN8xZvUHIY98jYsSe0YZIkYguQJ7dWoUWnL/6/4OGO5mJkEY2DXz0wSwoBdIAs5F2Xdp+EhTdIUMr8W/a0B5JjxS7sTDrwh6eztdbUk7gI/EF1vUYkPMzoTDwglx/1FKGuTm3cbT/iLcTmLA95UHslgeY/dGpGhtH14NcL/Fubg3yxFsiLt1emwXb0mEIIC+z2/QYnDF8kGNywjeTw9IVVD0ArJp7QMQhzeqMc+WBmx+g39S5VK4UOvlgPMueQCryCwQcBGkaBLIQKQGEXTm/dzDzzFDOklAKa4H/cpJI6dHs6YRirK8D+3RrJZ+WydUBKqhmK388tsQu375fYRKBRmSLyYt+GIf/3opfXVAp6c/6gQZx1rU8wzz6YRLs2pPm0ABTsWCJUqst/RxV0pjDDIJs74/KdRL67PGsfCtXXXyh/9HXzbkH4pFc6dgR8T1Rag7TCCxsteKsN3Qs6ZxEnGrjEeFFs4Y4EpN0srctTtDe7hGQat9/jZodqWStEZxNEni1UtbH52/UoJrqyWbVwLHR3g1DAY1E6tli8PW0jASP1AqFXSArpqZrjI481K4DF4X2pWB9NZTe55QoBOocE94xtd6XrSW/C79o48Ko8DNlwtmEpzIAakgMQ1OiuEUc7e+4C3F6nSWdRnIOWKEdfqYm5N8gMl9UTDiA2FYwdTfOnn9VRqwwaA1dtD9gPUAd0aseZ711YWYJLjYLMUaNSrg9QwbRxQGp8aWASR8VAg0E2ljK8cG1OIN9NX9qw1LEL3WVEyH+oclavcxc8DItUt6puZqRD6Ss5FYeuWs7dY+ynNQSu2vJvmlBRv2BGdZAXRsNiyQWYJYieB8yXLYmhvZNq8fFktrVzNQAnPWIUhkr5HaSFxcgbc85kuoHLnhZIHSdX7xXolSesViYqapvCVrGT1wfxJp43hq83+1J0LaJHAYG/X/IYMu0LwkW0r9tFoCORHz0hmSkcA+/9i7ZFMwPold67PMSBU8YrUnnEW3fYqxcnQ6b0c553+7Gv/qXDLLobypgA5+qHCNNHZ34PlnFHhGqaUMbwtE979bRNY5oO2MpN0940kgJ4RGJ35nTx7KVAomt+JYq6HArQ5veLybsjYNDLwuGBAFT6pfExd71ytQLchWWlVimn/jNU+V2p2rR3UcVlm/oC9PmqNVUK1jcYMRkpVxU8geA7NoOB/cTV4wyNqtfLWwzN1qF+6zttZDnAV4XlqPEB59ZoDk9mLEjKfRWJT1ZjLS15IHChGJTeHbumOpUi7QSquvUsiWfljF8bjV9PMsJj3+yynp4pqadzf6VoQDIhbjgDTTZ3fJzMHabbHY1HW9XlFNYnpRdcnmLddhiLDjNcFxNWGV1ZpLKZ1SzaCG89zXwFAQcclqS81/0DiHx0JNy8jvithBMRr6lu3R9gfDdsuyvVo1g=
Variant 0
DifficultyLevel
596
Question
The cruising speed of a kangaroo is 720 metres per minute.
What is this speed in metres per second?
Worked Solution
|
|
Speed |
= 60720 |
|
|
|
= 12 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question |
The cruising speed of a kangaroo is 720 metres per minute.
What is this speed in metres per second? |
workedSolution |
|||
|-|-|
|Speed|= $\dfrac{720}{60}$|
|||
||= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
605
Question
The top speed of a wildebeest is 1440 metres per minute.
What is this speed in metres per second?
Worked Solution
|
|
Speed |
= 601440 |
|
|
|
= 6144 |
|
= 24 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The top speed of a wildebeest is 1440 metres per minute.
What is this speed in metres per second? |
workedSolution |
|||
|-|-|
|Speed|= $\dfrac{1440}{60}$|
|||
||= $\dfrac{144}{6}$|
||= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
U2FsdGVkX19yPJR+EGHyZ3B+X6oM1X+CkBBGTfZ57FCNcKx5lCJ6SFVrGPykTey9ifzbGAK2WwvM3WqxrUCDvxoXk5BoaLv+rEmkT+uDLapSUNDv2i4mPd++aT3WzwCMy5bY4GTB5RBA+xGFEXeNaTabxU+B8pvrf54w4D1Z8mJCYnhAitnKw+oxu2bt7HzB3wTxXzvxzDMlMcFEpgCICqhHVdk6K1M2lnlYkGQypsMtwP07dtRDFHSg6I7gBtkhVokojm9taZOvugpoABNSoilDgcIbtKJ5ZDpT9kb6xS/83b8ijvpneu1eOc4XCw96A6AVAHWWcLhprRIsNshyqCQNb6/0knbNhOPQINCoBfKlH+LDao/lV6frzZ1/ws8cE3kEvFEX/EEdbtjqcc3brj/4b4ufhM2kb9mu1IF0U1EvSXoVWc9yaDe5DHVLWrGa64dMxV5KKbrP9dhZQLMS9oHuK1+c5AGL1OQqvFRnBI6J/VRpQvsZxufV39Ye0rsJK+nPFMb7RtoSh5ZPytPL4BmlQGVHZE0iyLiBVLJJcjJuJvI/+u9/e0OS0Mr9AaaF2FcUoQKTMO2OSD3eCKB/HZZmN4r02pVnx5QYd2kD1rUyG6YYHhl3MOapDhtve75PItMtxXI/RAuSvUIBD5UR5Bs3T11zjZgj/04eyldUfpQs2tbIKxvLsKJaBRoauuQ2OzwOUrrtH07H1L5YrGPV3JDagmFaK57pFQm7ZYBFp9hPlqO6f6sU6yPZnzeMqePyTfXSHiIo+Z1HO6p4vUeIXktNYxn7kakWDyRcOugIkszHjcXZB/pO8kOZzyy+nnHV3QKtuPG29AHwcd66rQ9tyTk2bwrwLEszICPXreXut2qbnAib/tCtkgXKJNLFThDSK7Qe7CHI/vJsYQ6M06fw+5bPg/kFjFDe/58yhtz1xfBndb8vTNHBi7g0lXcOfWjP4Gje2km3BiCrDr/72sxolhCtGRou17WuCNYVHs885AffF74WzFzMzMGAoI2++5L5dn7iqAmi41/kBISkcR7WLDcOF89gey3gQ8w6t/pLcrAuQYfkvQaabAe70+Rny+16uYkVysuIFdFhKtN4nPI2b2o82b3q3poyami7I9GPQHLaaDCHlE2IK7yV/qPnqRx/fisO5aL+KvmEbPfqCthgYErGKv/dQ9NxCz72P/WnmFdB2aUm6NPDSjqap3Bmy5bf7kjs3IhZOOUGZywofFTQd57N2aUUo6IHx4pnMPaPL0Q6z2EKrgsCqA1mst9t5qOw13wh2O7GYJBoKUKWt0vRy0Vi+Oy3jwrUcl2aYgM0KPH5xx5KCib7VmysZuWU6ZNORQ1MQmCy2Sa7NZFXWTXRCK/X0sYjlnuGQ5etJ7rdsuXIzs9guX6XXiXd5t5wRmJyYCGwN2GTTQ5SzKsPUsDtzKfK+ipfd5+VLOq1xvkRrHFVW87mWJlyDM0lQf4zp70I2dHaDxdQRehwL36s8+Xba2x9NtYjvuI2/u6vK6v3tNJ8dkcw9D3HP6rlImSimTR5kwvar0Zk03C85j+xFgwmWKdiFzTQPSgfc+/xjPdW1vxoOQLyFkaghdDxGnXVbJcAe9NzJVYnAAbv5zTDKrouE+oj1U1UIhhkm+6Rs9d/kgIYFX4RDaZkxZEVwpV38MAmN3ZnkDaZ7u/GDGBqwmNeloLfwht/vW6duGA/5BLRyoGdajgrFwowV1B4itQw+Oe7qgfofo+2Dcq/2bCZAS133DE8Aiu86s54bUM/CM7aGrk0suHXM1CzEAbOTfaymwJK3ROLP+eDQY7YxUZWnLFE1COcRj832OegslbZjKsa6Yi47CTfmdHs6GlT0yRgaZwBWH3SGEzyipGX13ZxKuXjQu6wH5rsn+Vn6auRouUvPhnKMr6nyEAy5drr8UPPk40ljKrI2ak+IS2vTQ3WEY3RZr136Q39sXe1SlafYeTuM8sXndj5TpaW9Z66AqkRamwHx9YzKuCPIOaelWx4xs1OJuXuGApQOHPETLx2nHp/sfdrsUVSKPFlQlBIAS95XD5rn7z9sbxjQLPWWbA1dmH9ErLt1w12TyxBonfCje/1v23rm+ZHWFk4HxcqNRNHYy9D4NbrwueFPX0+xJ03EsC1qp8rQ+yGq/assmUz79Uee/dT7dLuohcy44zfPSS4nmV2cH2r+AMyURNYCpygMlkaEh7hYLx10/+fbFQZuOksc3kbii/bbtF/xtTlMHdBq0E3JgteYJCIhwCxSsnK/GeL90v3iiH2bEFGczEODXBjVFF3273tHy4BlrH1own40GcUl0yuOJLXKZ+XSpf+zv8MMxpre6t7Oh9rs5Jx+6iuwU0X2MW6QF+UzdDJdhRFkdQxoTB97S7mGSksCU611rrN60r+ltaP2xxZHT8+Rs9eu5VBGEBLbp/TmzAUDJWXufI1UNIxBrIb8q3bjNMZi59E8N4ek0qtq9sPUWDt6SLb7j4i2Qyo0Zuz932Fil3GyXGrqSfUuErGfmwMDUTyiCHSd87JxCvdRl0eeKG8huuk7qMRkPR+MFUUk1RgXez+xpep6LXITB2NYGsH5izjPw8lWIxae+GyPzzAQVjvjNdeHxx0LDiqhNFOC/eSsJau0o9sNPCyVoLpyiFRVM9M4oEAe776w7/9Gjkpsmi8yhjvl1AfdTztpktewtNqQRr/Sn2rVnGQiUn1DyPoVwcK3TiC/e4p0+OMrQZ1paba0GvqYqCLMP/NHQb5nJvgUBaK1L7dlD4QOjfxEDE6DfCnqzTk1jDL48BeZYzlTLhEax5z/ShKCkWBITsYynfnvvjLv359I0bsksSRCMybfo0/NO13XV59OUmMYJs0hD1i2E09EhhdAv13szSmCcNiL9nVIH+HT8DOl9ml3oFtg3Ho9TUGUYFagreEnWiyyb6B5DC+Z0emL3vsau7JVEKP+Axnfk2SnEy8fIS+bGq+U7SQDR3aNBq91LDGOI3R8KH6GmSvPtf4pKH8Ak5mxM+Fr/BfIZrHO/YN/iSJJulYXyZzgFy+XwnGqVHnZ1Ll/1rvkNQ9Vgj8x0G3Rasy9pMJxBWiMSvcksIMW7/fQZIefiCO8a5Nb6Z47ZjxJHavG3mzTUaU3ltrAuitAny5geD7PEwH+Z3h6Fi/cgDSXro4Lkq7JzjXI3BYkRfhMdzh6BqfrPzh4DIyyw8tnCmgU/Fj4LWiB8/GZqJ6P+gr5DNWUSj+gaCi7QKaXkwfDK2mqbbgcgo4V2xRmL9vpK+WKrILBUtT1cwyqcEW02+oHipX0t5pJc9SNqjoXZFLHJGBv6NaBXFmkBoY2IV+uiUeauYexGhE6fFK5pxScTxyNDLdFxIU2BZa7V3hfwpHFj1uRVktSa//LVRAA92DjP5qTC89Fbxoei+P0G+qhisnC8+sRhSnjBcxCq6cM77DCvEpVPm4wMYfG98Zf7yfznMYjS4kIyDwjEFu5+UPYWOiSU5YIS8dNtAa/bxPxuPu6/azF/J+G4kqAZUH3TAAS5tov2OwD+6uRoSYfCtzLbK1LAUtlEn0nXOwmwrqxiAd/kOW1A4Ca6ZHMHv+iLT8mH7ZBvfd0YJ7Eh9UUznilpiNebp2iKlaGVhPszse+odz4UVo1cIJcX9I3qxGJw/hUcCHV4wVV15soY9fsyNwrmeWSZ57DhZN/ml0ijBc08FejliD1ISj/n1eKUcrUzrfgn3Q7+yMbQUFgr36jLK5y9IqX5oyZfI2Pkr3k8QnoKAQVrI2FlFSbO4H/tQtuIwen9vdKfUY1xtJeqRf9/m9KzojwLxipk3u3Vh74K4QcTmdJKLPjbuDbj7X0Zc5NQcCm8bAIkAoCu7FV3QZuwKVBsVdR9bIFxUwrrePIU7wQA4bbE/nvrZr6OUjirVnvGYAnLLJuFnfIMQt0K5kd1Svnadaj56eiInjhlPyVg27xjig7GuKP3YXd9eyN+oyq1qoX4EXuLxZcHhm0DZ1Ki/5Nswi0ZhzULcp1RoPJbtPA9xmtRSSvFNn+DipE7AXNSxFGOR6O6aZwiat12hPqGavzPywQf4EH7TBbwRhPnyaHHa5UoGStQe7oBvzFhIiKuj7nCrN9cSVa94lRy7m4RLs1Qd4dLBbcztDWTrfb+BbcbKeft6+caOoyCcg0qCqxgfX9dKiHjZGORTfDkK19hynMhiyV5K6VEIfh1/IICThCjH0R1PC83R2/hsR4aPiqgTg4SdQ2rOK+aiI+as8z8KBWqqwAMHuxYNjvZCG4krnnHLwwnbKUJrJKPsfdIYK7bzqUWFFm5+1h4K35d7akeohOwqmahvS6Z+zV7vVN1eyWXoKCRdGB3mj0TDFxZ8nNHEb1p8GrGQd9Aj33hQLTavKgBUrEK3bzbZu9F7lW9GPxn1z859A82mRN2kkTCCtmDZkqy2FRTEAYiPHal6NlXyjxWhuiSy1Q+BdgljIsmWGpXlkPjkCbr9nXglttt0hExi+bV8QO2qqCOq+FXskYJNfHt8l4EbuYiIC64kdlxwV3H+WxPhhoRrK4k6C0F9thcFhWn794nERFjr56lnYN5oEu81WE4aI2o3XmYSl6HqSPg7fcN80EFxhVpIOqfjuNuHUb2v8GmD0vh65yHHGWjJ2MiAROUSH6Dog1FjXUuBit/2Mjp93f/p2kWCzArrWznXF8NQnviITyV1gIDPrzDah6bB509r4PeC+E6W1MJS8ZzV0nltsXTVbdgNyF7RRwFiSHXqI/nbkYAAUtyn31myKQ5z2Azoi5U0CHc1Ry2eIbEI4pIVJNy8WnMJ0fkSKGAtbGrt6mpIbrKfi8J5YOBxDvmDwTkypZFfll4sKhVq8tyANynJhVJZtMdHyMlscjDZTuRQspjwrtsqHVuWpfPHXCvfIhgtCqVEL/lpXfK8k7IK9lPXgad7nsYhkTQZmRPDnAaH5y8aiTDR2PGPNndCbXlHeQTfBsP5cwfItiPCJgfUK2HbYlkeMTk+recfNbVsnjvjh2U8YYziYXKCfQc9bgohM/y3nYs7tRMeKKSG4E+5bmIBSkV3ZnGEZWbbbKBOnT4WfpbOSk8Ze39zc+BLemtIwYKi9UVNyyIBI52jHw5HTIcr93s+X/sx/uTmKvvoIylnbaquw6012efY4OKC1j9WmWnV7v5VthuRI/I+BqGWSp0iz83DjVc6EFXvUDV7EvtqFRkayBQGHergmxJOxT/Iq73kjPN/WkGpWcTph2ON/6xHFQ3IvmLkRBZzhtRBgLysTGicfoJtJCXZ7zKL2aELZe91+3XHoViuGvpXtcabROnX+Nvtr9SdEDU1YdXvZma0id2X042wPcbAny8Ace+VlwDhOS3Nd6SsJuLP1Z64CtqHe80J43Gk8+83f9C0U95MSHUXb9UvCKB4G3bZNrp7kfKlJ47poQD12Cs3L5OPVZUknHZagNsVMjfKlS13EwjS9IfVAD23wRAEL+kpNPN7HVG2UkH1jciLdvLGHx4xhgMHKop0eFdwZsDqdplXFWCocTh45h7QNOM/jsPYrhesyd4G1OMlVaCCz7E6riXxGn2hTRq2v8diOTqPfcitnmHT1kUEaaVSgrbBGBwoCEPEwYdSks9GuwseuvRXQn9uDN5a9MHoRJ0IcuVLi3Eug1JsA144WsSO+csN0OYqYJeBvfI5FIzT99xZK7IoycXv+mDN4A6s2QiX8lu6lcZgL41HqFdrhkSiLQIkFh1MniLxs9zzWZCE/0mDn/i5KLEHwrytpOb+L/HSJK2V61n3w4CHyExU9WTOT0bm2spigGruLNJ7xtIcAYsSGdg==
Variant 2
DifficultyLevel
602
Question
The top speed of a leatherback sea turtle is 1800 metres per minute.
What is this speed in metres per second?
Worked Solution
|
|
Speed |
= 601800 |
|
|
|
= 6180 |
|
= 30 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The top speed of a leatherback sea turtle is 1800 metres per minute.
What is this speed in metres per second? |
workedSolution |
|||
|-|-|
|Speed|= $\dfrac{1800}{60}$|
|||
||= $\dfrac{180}{6}$|
||= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
622
Question
The top speed of a peregrine falcon is 360 km/hr.
What is this top speed in metres per second?
Worked Solution
1 hour = 60 minutes = 60 × 60 seconds
360 km = 360 000 metres
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Speed |
= 60×60360 000 |
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= 363600 |
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= 100 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The top speed of a peregrine falcon is 360 km/hr.
What is this top speed in metres per second? |
workedSolution | 1 hour = 60 minutes = 60 $\times$ 60 seconds
360 km = 360 000 metres
|||
|-|-|
|Speed|= $\dfrac{360\ 000}{60 \times 60}$|
|||
||= $\dfrac{3600}{36}$|
||= {{{correctAnswer}}}|
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correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
604
Question
A polar bear has a top speed of 420 metres per minute.
What is this top speed in metres per second?
Worked Solution
60 seconds = 1 minute
|
|
Speed |
= 60420 |
|
|
|
= 642 |
|
= 7 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | A polar bear has a top speed of 420 metres per minute.
What is this top speed in metres per second? |
workedSolution | 60 seconds = 1 minute
|||
|-|-|
|Speed|= $\dfrac{420}{60}$|
|||
||= $\dfrac{42}{6}$|
||= {{{correctAnswer}}}|
|
correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
632
Question
The top speed of an ostrich is 72 kilometres per hour.
What is this speed in metres per second?
Worked Solution
1 hour = 60 minutes = 60 × 60 seconds
72 kilometres = 72 000 metres
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Speed |
= 60×6072 000 |
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= 6×6720 |
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= 36720 |
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= 20 m/sec |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | The top speed of an ostrich is 72 kilometres per hour.
What is this speed in metres per second? |
workedSolution | 1 hour = 60 minutes = 60 $\times$ 60 seconds
72 kilometres = 72 000 metres
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|-|-|
|Speed|= $\dfrac{72\ 000}{60 \times 60}$|
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||= $\dfrac{720}{6 \times 6}$|
||= $\dfrac{720}{36}$|
||= {{{correctAnswer}}}|
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correctAnswer | |
Answers