Number, NAPX-G4-CA18
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
Variant 0
DifficultyLevel
626
Question
Kate studied 2 hours and 24 minutes for her History exam.
Brianna studied 15% longer than Kate for the same exam.
Approximately how long did Brianna study for the History exam?
Worked Solution
Kate's study time = 2 × 60 + 24 = 144 minutes
|
|
| Brianna's study time |
= 144 + 10015 × 144 |
|
= 144 + 21.6 |
|
= 165.6 minutes |
|
≈ 2 hours 46 minutes |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Kate studied 2 hours and 24 minutes for her History exam.
Brianna studied 15% longer than Kate for the same exam.
Approximately how long did Brianna study for the History exam?
|
| workedSolution | Kate's study time = 2 $\times$ 60 + 24 = 144 minutes
| | |
| --------------------- | -------------- |
| Brianna's study time | \= 144 + $\dfrac{15}{100}$ × 144 |
| | \= 144 + 21.6 |
| | \= 165.6 minutes|
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
U2FsdGVkX18l73rUH5XRVToHG1Xn9rl4KwaS0tx+LefI9ucJ/aCSHCy6z4jYHlhyE5eux356gwObho1sfNnfkJEwuOJ3yQVpsdMwMNrUqk79tKiAU/u04E8QfRCvaTRZAvJrCz4o7A7cFPRJ0Se9Ovsa2LWblOINz591LpteFpMlCD01gn6jLGr6ySX5abhR9Mclahf9SSLLdSnXIUlhHtpBSCRDJBMfDST86XQhTmFNugMGYkrmdRngUM5P/hBHkMUfTlfZ7mI8+E8UnrSi1ZMPiu+Zta3TSbE2o1o8nLImKsuurUU/ojiKvMMjIxUnzwprZOkt68CrmVdXbkYf+k059dPyDE0uJHnZQ16jMpazHGxjC3u0xj9kYPIdBdnSYYaz1snN4Tzt4QSn5692NRjsveOBgcIvynQnANsuscE8ebFkBCeKt51b3wnCRqY+vf8HgZafJOnHQbyEAhA2jjzuBYPTZ8PKcoX8ytq9ChDca7wWU01d9lMxeot7O2F/75mtM1QPkMYs07X0989RCa317b/LxNOvfYO+2GiuwbyqyVnK33ZaMvWw2btT2ITLhWnH93z++3n3jkBBaMOxObWjS+ogVH/pP4SijsRtvY/m+eVmgYAhrAXJMi5gNf5de1I4lOfHaUSPPLhBj5I+pCYekAfODXkc9DnPQ8kiepbob0k+K8zd5wDdKc3mc4yc6unaeVyhk9nYR4skXqXdeV4EtG0jmQxygR6hDvfWc6zgqtrc5Wgi2B4G3vdF4N6tlAiyLewqR/xbfR+9x5A/gk6cCZ1j1icmIWMk6Rdh93lQH/ROjWkuPcD860OBDT6Q5+h2GGWB1Rv6bAinuc7bCNxxSjJSN+Eqq3s+9QW58h+eXsYfX7F8HbzLeH76lLJ8QucWtcxL1ORzJqPwAobG2uf9lC4RHx+FDcbE6Uf0ErVYJSPA5ynhBKFxvWgxCpZtMK96zoUCEXJbMeFuHE5X5QDLQX2wUR4fKW4dFZggDOqP3TUMAEEDL6KQL5RZKJCkJ03Fx4vYWUfDWlcYH4f3PghHeK2UKZ7tbqcX44jWAApGDz/JRH0YRAPlI1kOcXmlzmueJjKyMN7swvzRtOxpydoYYgKZAQ78AiQmD3vU4eKbMdbiV1+m7xQsuWmbidYkd02Vd71opwFPhQqGvbMjGEFklnRqhbgiKznopkWBYFdNYd5+hCSvHU+IqCdO4oZJYq30jhAZ2thofpaOgJiD11zzJjtdky0J8t/gdA4h6rOcEGm2o3MAEjmcNj9lKrxAZO5VUcX93t2NT2PvW+HdsTNtJfJNnWNLiaF5q3qbUw1U9+L+dxehu/eFyycilQm4zFYWMbfZIGH2uZja50pkLVoRHdiexG8jDMLoOD+OQYy7j8ElnABb24HI8jEyYqwAPNTfBU27JhxurlTc7otfSUxw9hFNZoE1zYGOru9NkwMpJSlfiQ2SmaSNGh18fhRbpnrstvC9xiarBuFWcYAKFeJLIf7hkFLK3EZBY5vh2geloLnU9ujHC1/Q7K+cO6vcz0hkjGW2gGfsLq5d9PnIIU367LLrP5F/zLgx3/We6AQQMVmUD3rcZSQ72yuPDuvqc39zZnnQ7ePNQGCLxj4ZaQpuOj7MBwgqLwrGFsQi1JoMazm15NGXb3fDPD3S61g/fQqdLXPD0/IxnH+bQNZPPg0weZwOwuQ0kMmX/5j/11bZX0t+5rL4fjSak2mA4/AVBIRyyNqABFJZqz8/2+FFgc1A9CnYJCQLoc8P3JZLG3Jtc58zR7PDJ8x65rwbHHdf5ayvDw9UoP/Lxh+nhiyvSLMeEw/QaGfJ9Xls3kRw1OC7ZxNq2WA3X5pZOdO9U6H8SNyXa4i8VtpzC7Lq552DLJ44syMX7pnpdOYpY30nq6Fdm5/b8rVHdoXdyP+e297K4vXvbATM/DtpDshL9g3vGPC4DcOevcMRYnAbn/t7kb6HqPOuLtCtgm0Ka1mDVgO7efzb42fNscIjIeWOoAYkdS+z3QmAcht/btih/kIyJJHtsI2d42Q1iZu954splg86EOttg6/z4KuPihwLeI7VVMydlNHzdi/o7OUhOrnUoZR1mZ4vRdGK2+onujPRE5vI3uNSZMs9rMykYYEhzOup5dhq37C0FGWt4pWgTE9dY6HG2F5MweVJX96cbcFSzj3HfoahFme5HPkQlZwBzZhrPdad1uYa4k6FplZEOVGpbeU+S9lxieeWvQ7I3bKP1M+xB09PIc07rOdOLyKvoXc8KAQ9o3mHV+4WutNfWgniB7yenSMj3ZKij5qOcSqeNVKbKwrmP0y41gOoC2vdyZmOQS+dcHg8w1C7HZx0LObWp54uhtJhWyD/F6ndlECAyJYeLqsdIFt/2euoqDtlmllriMb1veDOi1uBCkYbpOgGdLvo4ENmXjHurfEj6UZfdplEoGo2ADqUPlBPMzl/r8pK3pvuBgT7Ttv1ka+kyvUMBToHmMnIbzof1Jb7HKFcY291HC6PqBQRQ0G7ADeF+jmldX+aZsR9N7Bet9a4uxGnjS8lCKtoOner+BZ2sBCjOVXRZe33QFHMenRts/oZkJNkW9PfVNP4maeP3/Jg1kLL+sz1WC1tNsyl+gCeKGJQf601otz5IjXrcXvi7Yd4U6F2M0RWTuQ7GytljtLNqdMSqR2X+Q6D2Qu+6v40cdD9egjZeOnGb2WWRjdk2+pW7FP6ZHW/9dHdd2PjH7LOGb0HNZattU0YIOsV29I+/Uy+eRjqbbkUFgSTdVWATpDOBqAk+7om5TJAm9cUPaIT8TGHMknewPYG66xoZaajKy51c2NxuxKznE7iPFcCuDFC7wPiMTe743t03onc0lT2efu2v0hWohp/E6O5fZ47l7NMFsQreI7BdGi77ipIGpOOhPzwjU8/9JpR1/UMGWm+jjZtEjPai6PKKJjx6OhDWSTuA2F9PAY6Sl1SyFNpLaHhJ4jz8wEgQI4JjaiT70TQ+8/rca1d+fnys/XP7EjldhXKXQf0Yc4cJ5pk705K7Ly0ZH5bgdzUa/rmrokT5qa7OOPbcsCF1da2tLMktV3IObDXURbc390I6eZJYKuV9HhJ8oPv3lMTk9CuDLuVIPVgEtuCgA3z+4FT+vUwgzn3AqzEEMhFC6IUo7Rmw5vs2rPNS2QpqdWhGutqykEdYzhn/u+IUsR0TkCrM5mEc6tbYC0C5P6ZUJN8DAzJQhQNo1tfXQ2WSJQeHqiX7xEz0qhUtpzpe/boz/IZEC8nwVd7LStr6OKKm0PEBRee/4Ukco5yQkmEWMMzpenXSrdIWvOmY7/fbEw6GUOUXmgB0/jKi6VZp8O8kUQwNUPuEpUvml6JVwGsp3lR6cQFDtZI2qUH8ISbU+ipfcVyAol/7zeCwWgScmyNYFqwZQ6leYqnZ+mG/rHrxbT0xKYLttrU9O9+DWTlpVDDuT+AbchNlAzGb3w8ZfZjvc3oQ5X0VQFcJsoOBKzo3HRbBK7IMSuIfwQk5baWomJTYdGK/dTa7LQPSQNjaomrjRI/IOzDHi/0Z9LXCP1NhXA7WV9IkFIMK5yS9sCnREph+oxSrP+evZYTuBBXI7cIuCFMcbSnEYC1FmGMo7bB2OECAPOwgVlxnRWwEcjFee3DTXAWmxNXZIrq9FMKBIotCMmVRS4DAeL2W0cHLmGaAbxfPRZa7HcBJWub6AFNbhwjF90hVmfnWUevunv/Hlhd+cnsjLdiHjNCfw/cIbJhtqypq8isTgKvlbnwzjQpz3bbuiTx1EsTmW9OkWb5sUlQWb6hAmZm02YjWUZV3hCQtRugGMIeSxvW2VGZEAsPKVx9MkCzHOlzvAx8lmZ9LUGU0bMbxaJ2rOkT9qvr7DZ5mplxS6RGZI/u/CzNV4BFMqK1E5kFPLZU096ew04QBxWQYyF7nHouFt4PhaMB1kJuLQzbTNG1060xA1g9BVhFKhOUEDJINJ+lP0x5nLbZQ/oW2SZmT+wMdAyLMtRWRcIOayDINSvD3a8FDaQmvH7aJNO1sZNuAyZBVkN+SiXQy24KIowup7xwHVro/t8c/eu21IeeY+93Q4qvhAdUENoT8Lxf0AGR3JUy3val5Y/SsV3Hmed2nCTvr2/Nb3yGjI5KianpW/i93Ep4DXaK4oAfwWTpRCAXtLt/KFhHYWKGgQGfjlYVpUJb+DWs1RVnEcwkqlMwX68D4XbNjiAMKPMDtLD3TxN+yAp3oa4iogrj0cZupDhPpChwbSDHXjX0ljzH8enXLvQNl6/eJuGmWCxY7ACw4ed1Aqvyh5FwlRgV2I88K/ZvcZZE51QX+fOarWbzX43pDjr4CgpXQGBByY9norxp89I4mkZ4s3mtpCdQIsropf+MUeVRSg/6A1RB8cm6uLV4BfK//TfsF3Pyacunlrf9ocStC8+QrBUMO4P5LSmQCTMPJxD3b+BtG5wjy55qR8GswJ7goHSPU5kOb3F/5+hwV3EdF2IqOp3GjZl5AHYMzxeqtV1ssinthN0+AgB86o+nMcQS++UFMQkNdhVkgV1ADIRiP9xAp9ARYwMCTiqxuDsjLKFIlEQFnw5kxhsWdShfeP20KIumCZDsj20XK+72vC/gMHNr9+QC2YxyZoRUVm04Vr5RJ/q0qzT1ESHTe3eb7iwiFIT3X5Rygw+ejp2w3SsaSwlHwpoH6ZXdrIA9SwCcPkVjOJa9TlrouNdsn0Mi3YnfgTL28sci7uuuBwFJ1ddut933jPjudqcG3yJslHdIJxY2WuI7HKI84MfuuYFLz7bySlCFaiEThlWPFJCGRltpAdkgzy6YLNt9WJor7W76DEToanwjbataZjf4VO2JNH3CCfNeCxxLGAeN+m8Mi5pyIPbqETY0YJtuVUNzQPhZCOCyTYlgrThRX1/QBFUu/hK7z5LIrFDGM7fC0/82fGhWpmGeVtExPtfppdcoowDBKc+6uafajEIISqrXi/eRLoPdyNJ50jMLr8vL5nkkaQYw3hu+32MH3iHdYdkYbS55PN8k4WV/aDJMeca7ZXDEL59vHm6dMssFa1ZZWefavHLHHNhR3YTgUc7q+FjQkcX09k1V9EBmIAHPRNLIgDdQzk33PwaItUmmZg1lCs9eCtVoArAOA5iqougSA3RA9nmtmcGNZFA4YqXmEYG1S9JUJsn6okLE2BIu1ucj8NRsvD3NOY/5sqjCLDHmPRS7
Variant 1
DifficultyLevel
626
Question
Elsie studied 2 hours and 24 minutes for her Hospitality exam.
Isla studied 20% longer than Elsie for the same exam.
Approximately how long did Isla study for the Hospitality exam?
Worked Solution
Elsie's study time = 2 × 60 + 24 = 144 minutes
|
|
| Isla's study time |
= 144 + 10020 × 144 |
|
= 144 + 28.8 |
|
= 172.8 minutes |
|
≈ 2 hours 53 minutes |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Elsie studied 2 hours and 24 minutes for her Hospitality exam.
Isla studied 20% longer than Elsie for the same exam.
Approximately how long did Isla study for the Hospitality exam?
|
| workedSolution | Elsie's study time = 2 $\times$ 60 + 24 = 144 minutes
| | |
| --------------------- | -------------- |
| Isla's study time | \= 144 + $\dfrac{20}{100}$ × 144 |
| | \= 144 + 28.8 |
| | \= 172.8 minutes|
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
626
Question
Judd studied 3 hours and 10 minutes for his Physics exam.
Jerry studied 5% longer than Judd for the same exam.
Approximately how long did Jerry study for the Physics exam?
Worked Solution
Judd's study time = 3 × 60 + 10 = 190 minutes
|
|
| Jerry's study time |
= 190 + 1005 × 190 |
|
= 190 + 9.5 |
|
= 199.5 minutes |
|
≈ 3 hours 20 minutes |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Judd studied 3 hours and 10 minutes for his Physics exam.
Jerry studied 5% longer than Judd for the same exam.
Approximately how long did Jerry study for the Physics exam?
|
| workedSolution | Judd's study time = 3 $\times$ 60 + 10 = 190 minutes
| | |
| --------------------- | -------------- |
| Jerry's study time | \= 190 + $\dfrac{5}{100}$ × 190 |
| | \= 190 + 9.5 |
| | \= 199.5 minutes|
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
U2FsdGVkX18xO1fFs/mFtkbWccASsQ2/2YNIEvt7z1x3nkNdFnm9JkIZOrCT2+5ji/mEGwxpM9gokt/nQ3o6hYRuT9EDDSXtcwMZW/EBQ3XH80I4OtifpvzXmimmdGtXuAjAtsmaqtzai8Tahh0eV4EOUOclFQ6zVs4GOQSLwwwS437P6P9KeYkE0c2JCTL6JK9Esao1u/2GBrF7tzHeLuMiZ781PeODWb7T/2HJTtEcv9qQr2nPd21gUZkDySRNDfMvaH4qW0XZS8zc84kYxh7FBm2JJRfLeOlocyMlFC9/81utpjYNPOp7Ds9Tu3vaAfsYPmevcspAYO+gBqLwJQ6GttKheztbXUULNDSLU4OXemmSp9kaVgRPG+RPwN9G3ILbR3cSZYDovNTAvo/RCT1wpG/T4v7LJqUktyo960+VM6jxaWidCcRBo+RWULQUV+104jBncvf1AKfmb+9xeQBDlgQIDSeGH55M5NUvANvybVxnHQY6CrjkpKvqzKAqC0EXI01egvPJJJxHXEDyoz7xFtlFq4ZaYMN0bP3Sgi1fwPNwtzrxwMWicLFuqOEF1Lr5C6BIBveEUL5tTzZh4Z38BNgdtWk/bFxP10xqonR7cvT0tmslS5LH0DQGe4aEBiH2fBVhJg9hz+6gcvrDAXPVko5fSy9DdGFaZUJvcQMixREmPobPCt25/U2G1cgHPcUSM22Z1V+Zko6OSvwI2I2uNWH9BAyFufDaRsyjAvdcMqUJxYcSUb+iNlb1VOHt/NqmfFzSg/YYSP4t/ABIi698JK/Tz6+X8PoTc1hPAfNVSnLTxLdDd2YRaawcnYA0x4VnbyxLXGeKX2/IUGxGlvdc1qhadGqrPEpu3aeovfMSfwTHR2+pyHiwjM1vIhbQx22cdykkSZiU44NqB2QgfJIr8f9ZKtzwgSjVyEivoIHNI0qkH3mAnM2vBqMPH9xzU3ivW8/NG+UQHmitprDqfYc0/d7VwEeyK2yga3foO/6LhtP2jcwAKhXxKaS7V7dkwdI+zWgYYHT4fAqGqWS4AuEM9sBBm2ogogxMsFn3lbJDUtKpYer2DC9w8/qALZMcjBR4t4zdLCH0+rAQ0EjTmIFCoOFSJlUGOzGR2qJNuM0MnxfpuRxqEgCL3sBeHRM1QIo/NLjFqEPIOxxgyzXLksj8arpOdlzdRDnLEJaP4bljoh7Bg/3I84ZHnGvuyt7HOFkzCCf3e56OqNVT4t2U3/gtmsOAfkvrr+Mvo+Dftvzl/4wkPj2l3vJqhkJ84JyNp2ySmEqKd1D5bT69fDPtYl1FXP+7xGiq+RdTbd9MeoKpz+OShGSnXiQ6neEjxaggeiIttus1yWG3zP6YMgV9WUfQL5+8qmyyPHjChayHWjeTAFnXZ667J+uHHgokEO8crN0W/oeg1D0bXYTbYqCMxlGxeLrqfDb9vho+vQ9bs90OIU7HIfg9X0rMZG6ohkxT7FGEFtufPtG7CA30E2Y4yuY57AnAwb9WlTJ5FEbTaFG4PA3X06bMqPg0I2eBASvNTDpOiBK4n38FU63OVxpJx+fTQXU/dUawAhh5mO5i6cZGaKlb4ZYt7M7X4g1Jzdd5e3Kf7G66XV6oDadxvY1l1A0mz7P6ozt3IXzQtjbTezDtpS/obKhso/Urew/o/ffRTunV0lvX/5ZmzsA69w+OyL95HHsv/e3au82lKsh86hv+19igKqcfvEn8esY6xyrRiK/BBbzupOAqsB3BLpA0bFhZRVSH6+HWW/fWBaF2iRwi0OQw/uPKI06p9Z6Ex1y9kIZgi6WEPC3T/Pg/MFSNGRt0/3/CrnrBd+SCxWuoLzWgW3U7Fxp/IJ1SkS9YPCF2lcjfDfOhBvA1wCNQwuPRYBCl+Y7qcrpnz8SKQwed+ZiWijUbS9+4yhHujT0XhDglJ476y5n83DZ0DRsoWfrZ+VHiFd/aQmDwpd4aKDLidIctRxAnaaBR+HZrQcRi8Eta0iiuSjMDWvPqV60QMnCH+rtxzRbe3F3Q+b019AaUOXFGsXZgm+x7ocLyjqzFVNWehI0TrACVMSVXOu/NCsCZDOyo1ckm4MRxxc+LdrnFAkQdRfd9cIWd9jaHK2Hedj5fXtH0mtvhY8YaxFid0ExotnwHQBDf0oPvlKgibmjUHAesYHaTBi5tSnWJKxPOhshezkVgg/hOH/vVzjDjRYNDsqi0udxuwf3EYg6FZYfcvC6JSPYC4OkfaI3ECeaL7/tNnsZvoLLzUYoec3q/dOK3kZSN1PY4BZPMQr5vyPd+3hVI4cVtIzKHK/XRPRwKDoyVz5HtNCsaD5cHi7EmAcOsQIkfttH+qDaYsN6jKGzUHwXy5QsO5D2kKdMOmiZW+XJaVteR8ww4CV//EPsZW6wsqkWMIL5wk1Gq1BikNrSnz9pPFa4cY81Yf8E2/v+OgZaTl7xyk/I0lSKKZMp5U5ToUIoxH0U4hIeXbKCeFujbcGFa91jx9UUq7XYrgZsySSYCZTEsHOliPgfjel6CtPGGAAA2Dm4KrVjeI3YTWFDce3FadzsHpE+yH62tWN9GsAQj7nYDYavTxbjMzJ1uWtRZ3+6n/7CcNP0OK0ApWma+/wAumixWFzHmv3wa0x+AjVxQr6RThtYgx2+QaqJ2GmUa4S2Qop396UaWr+I/RyvhhzX/elauEKVNmO9RLVrEz47erfmI5acD/FV+EZOXW9OqOuOUQQhY75gjtt1FoBQYLa/AmLYMpcb38YztjkF2JPq6SSlMsvzwwB7OAU8xeS4DGlYJ40dGTD6eKLIred9cE8VkWLhLRFmMkJfxNx1wS57cIJny/6b32ci+cMscJU4FKeYk019Gknv15dBOhF+0AmNc4yd2/2luTGdMxRKH521JEWfdmd8H/03YyQHz+uAf/toUFTiQ8dU5Jry4B7FbF8DMOtEFKkfWdYvsvFXZ37uiTHs7cZddybCs591z8PZ5lhf79W0N4ddYQbqVKOdGcofT01evebaf5ItV4iNLJ5VVeQkSXZbQSFrIW7Lhqk19UMI+GnbnpXFqOX7shevycjO4x0j2nMctM74R4BAOelqnxM1zlqo4LXXt+eSlZw6S9LPF+xKP/RuAd4OhdksKHjqQEI0FpTxs+1MDdgev0LJEWfZjd7t7ZGz2VT6K+SnMr78RqWLkqmeV2+tJWbaWuniD3J1jI+tfTN11fCHRmVh1MKY4Tk3zhrtY5vbrCUt8ClMWL57qkRObQRBtgK2q89HwEkgmkv1qZDBNOro8dAXB8y/lElPRmPTTNi0ZHyIbaswHo7r/yCYj3cfX0N2yE4ZO1PieiIog87MJ9fwYjsbGRpoD6WaL+9D2ljGwwdCsc+PhjKE464HUu2GUuCwq2c1genskl/U8ZNw10+jyPJ45xaTR1PrR03DxGp9XWUo2Lm9+JM1rykhdINq/LCwE11jlHDqM03hIq+usCaEqSpo90KB9KJOMHB0kl4fVtNCgUB07PkAk9Nm45QMDErXsEFBqvGS3u/qEPnPwCgX3rh9wS1XJDe1/Po6Qr1a0pu0A0HowOpBip12sIiyHUBF4y6NzC0hL4DWyus1w6zdjReVa0unjK4onRK8Cfw2paYthmYhyODp3YDp3eErSP9CmN8GaFL2Oyv8OibKtk53cSanWVFiOk+PI8IiriV/NwJJlHhmmBuwcRKqQFWvW2qmmDHKUsbJaW1HujxMpT+kV0sdMdEAcDW5JD/vtdVAndJI54PZaduVQKQGWgZrCGVFqBu/kbtQ07rlz+lUmC4/6KP3av9jXdMi13kKOxc4m4YE/24Y6+xewfJTzljJluYlV2lvZ6rqnh26lSLUWTFohFj80lbvB2fVPpWRIw5wFSdcnEd6WIlVchB+SYG/VJueQfiYYc2wlh7fl5hZqbF1o4BJa8gLJ4gF81L3/DZl9UlSD3zaQEKpWNgxKi1p+Rq3b2shlapf6CaZCaMk2DCV+HKEYhMBHwO36Sj/Mge3svGY9Hs6Vjz5dEUzeJGfeMriEY6QeSo6RH94y6AvhC1+qz/tl9AcLaYYWXihNfMLAvM5FkzSAtoYVBBPJAqzgPdpOg/qt5dgEVVpJ9eaAuaFpKBMpg7Rq72MGBvTiCFodc+kdBk8hub1D1yg0z5BvOimCf+dA7obSLU8F2zK6yqS7YADKt8GplBg2g8W8s/mz8/wi0xpwFrEp/OkaRgtuqW06cfa0ilk8T29COyfuMEtU4X1te7W3VYShw/cSc9tqjw6g2jjkzSEb5rQMxN89c3++OzUDwKSx02coqje5F5eZbmHfUGa/o6O04t4H75qGpqYHTkNlwaUj11amA+JNvIK+OTrVq3yDNxfq+mVEr//H5s+EwVW/E5pt21QAKUQLnoZK193Hw0xftE2E+X0Q6kRL0PZhsOdCaylgaEWonJ3r2925oXgTCYee3WcWGZkMMaYHC7g5AIyvcp+gfPVgiv+0caJ0R/zup9QIpEQKCAfbAVMuiWcKO85HAvhPKcpX0Sckg6NSzAcQcWsuSmUxzyOct/jqAOpgl+mCKKhdZEwvwbjNptoJGSF4A0vkk5qu1GKDH7ryKuoMOt4yxeQ0sSQ06+aqWH9kSRwNm/2aqkPE+o1t0w1g8l0ZjZL6Uu7DENFm9JoOmV3+FZIY2pLIMaiXMNyTVXyfqgbaGbeVLSxlgWa+/h15iY/8YkjY+3GUWGLtFm3aRzdNx3a73uXJdPVSEUzFpewiA5xWGv23V/MjTi8GUcMLphFkPSdJhqvRFKfDsc1+9oADQFkK1nvBENU6orHHILDWrZ2pk+JxE5bUg8QpbM1HaWf/5K3nXALYnLEzb//8CoKAa3OLQgrbaLzgu/ayasnVBKVM4tCEnMZU6I1veRCK14cvU9Lf7/WP8fhryz/vZka4TktZ0TSpRv6KJYyHqsx4YAAvUP74uUWbqaymq/0IIjOCAAaUa6Xan7hJma25rJAcHXoMJNeMdCuJOJrluU9OxbvBVOFGUR0k2lOBT91ejOY6oappVE6DuNscOEeAmmrfWjI/WcX6g2VPCtGXY0BoMMEKS9qmySPJObqhtAbuvQSak/Qaj6lYGVDzwOhgvO5xGGFNMdy0g/e3x80y/6EbZ7OL26gDQ+h4JgNeEnAia9L6gAids4iBRCyA0dfyq8gtO6FYMqmlY1QTcb+Fj+TBljY3B15OYQ3mUZPW
Variant 3
DifficultyLevel
626
Question
Curtis studied 1 hour and 56 minutes for his Japanese exam.
Carol studied 30% longer than Curtis for the same exam.
Approximately how long did Carol study for the Japanese exam?
Worked Solution
Curtis's study time = 1 × 60 + 56 = 116 minutes
|
|
| Carol's study time |
= 116 + 10030 × 116 |
|
= 116 + 34.8 |
|
= 150.8 minutes |
|
≈ 2 hours 31 minutes |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Curtis studied 1 hour and 56 minutes for his Japanese exam.
Carol studied 30% longer than Curtis for the same exam.
Approximately how long did Carol study for the Japanese exam?
|
| workedSolution | Curtis's study time = 1 $\times$ 60 + 56 = 116 minutes
| | |
| --------------------- | -------------- |
| Carol's study time | \= 116 + $\dfrac{30}{100}$ × 116 |
| | \= 116 + 34.8|
| | \= 150.8 minutes|
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
626
Question
Lewis studied 2 hour and 48 minutes for his Biology exam.
Leanne studied 18% longer than Lewis for the same exam.
Approximately how long did Leanne study for the Biology exam?
Worked Solution
Lewis's study time = 2 × 60 + 48 = 168 minutes
|
|
| Leanne's study time |
= 168 + 10018 × 168 |
|
= 168 + 30.24 |
|
= 198.24 minutes |
|
≈ 3 hours 18 minutes |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Lewis studied 2 hour and 48 minutes for his Biology exam.
Leanne studied 18% longer than Lewis for the same exam.
Approximately how long did Leanne study for the Biology exam?
|
| workedSolution | Lewis's study time = 2 $\times$ 60 + 48 = 168 minutes
| | |
| --------------------- | -------------- |
| Leanne's study time | \= 168 + $\dfrac{18}{100}$ × 168 |
| | \= 168 + 30.24|
| | \= 198.24 minutes|
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
636
Question
Ken studied 4 hour and 5 minutes for his Mathematics exam.
Kylie studied for 10% less time than Ken for the same exam.
Approximately how long did Kylie study for the Mathematics exam?
Worked Solution
Kens's study time = 4 × 60 + 5 = 245 minutes
|
|
| Kylie's study time |
= 245 − 10010 × 245 |
|
= 245 − 24.5 |
|
= 220.5 minutes |
|
≈ 3 hours 41 minutes |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Ken studied 4 hour and 5 minutes for his Mathematics exam.
Kylie studied for 10% less time than Ken for the same exam.
Approximately how long did Kylie study for the Mathematics exam?
|
| workedSolution | Kens's study time = 4 $\times$ 60 + 5 = 245 minutes
| | |
| --------------------- | -------------- |
| Kylie's study time | \= 245 $-$ $\dfrac{10}{100}$ × 245 |
| | \= 245 $-$ 24.5|
| | \= 220.5 minutes|
| | $\approx$ {{{correctAnswer}}} |
|
| correctAnswer | |
Answers