20188
Question
The nutritional information on a {{food1}} is shown below.
{{image}}
{{name}} expends {{number1}} kJ of energy by {{sport1}} for {{time}} minutes.
If she consumes {{number2}} grams of the {{food2}}, approximately how long should she {{sport2}} to use up the energy it provides?
Worked Solution
{{number2}} grams of {{food2}} ⇒ {{kJ}} kJ
∴ Exercise required
|
= number1kJ × {{time}} |
≈ {{decimal}} × {{time}} |
≈ {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
539
Question
The nutritional information on a breakfast cereal is shown below.
Marjorie expends 1000 kJ of energy by jogging for 30 minutes.
If she consumes 100 grams of the cereal, approximately how long should she jog to use up the energy it provides?
Worked Solution
100 grams of cereal ⇒ 1320 kJ
∴ Exercise required
|
= 10001320 × 30 |
≈ 1.3 × 30 |
≈ 40 minutes |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/NutInfo_ver1.svg 400 indent3 vpad |
name | |
number1 | |
sport1 | |
time | |
number2 | |
sport2 | |
kJ | |
decimal | |
food2 | |
correctAnswer | |
Answers
U2FsdGVkX1/hIxgXImAttKQUqLzDHHcgT1hxfW3ZbP2X9Yfr0JCOPROVbzm/qhfh3sB+p1yUBxcVoPvq6/aaSMny+rRsFCObuWe2sHDLqAfGFuC6ppDeRTJkpGFo+t+sY87J4AA/aijo3VH8akqdgd1YgXvYVWwFNM+Vu0LvJqwqRVGaEDB36RcS6ziPRB7CiJnlHpIRzkoq+LMkLbzAPnjBKosB32GdEnsJt8H7/Yd5myInw46VkBwTG22jQ9HOOIfttwVT2oTPNHBwf/dApRc3b4uhj82d0RxVyrAl6+fP6MTLkrExl2x+K8vSFM11SLfBNZqi0R7PDId+umoKKvq10qC+HCDeLUN/HD50m1xlbZ3ctzczgX8fGp9KuE50UfIeZrCJRk7n7RkH3aVHBDOpnGPvV0MyCtYKhLoDwCoGWfoxyBxPi78pdrbumKv5dtPv8cEVOIZ9Sy4E5WtLlPK+S1vpYeDpR5kkmkij58kYtnzh37a21kOn3B1z1/JGw2T5RFKk+R00wrwSz0S1/qYM11fQNkQ9WrjOFeqOZ1T0T4juPzmlRnsdJISDKN4syQLe19HneRCnKWdA0nEiLJU7OOLNuhJrll5v/5ryLaHQCqFd0NiAL58+zaw7S8AJZfW6HCSc9sVAB8lX6LvkktbbDGXpnsqILvq2TZvUloo0kKb4jUBfFbJ2NW8iqcInsikhq86C7fk+aMFKLfqJ3bIQOvla7kHQG9aXlt91Gr5deWwtooubYzFuaaGRB1MXEQU8mEybNXAZcmNvtm9pg+ZDUl4STNSfTW7VusJThlOUC2LQQfIdBehux7oiAKAj8xnI6fsySdvcUAEMrmyglMew/jy5YBI04u7QO9VXZbn5sAQEtsSFs74e8Nr5ivSpPqkNgihmSWxovg+S2sDCMBlhem3Gi1KIffNKwrGq2RMI4EEeuImaqZ5aeLqDdPA344pnLud8qnL4DZmgt8YzKgAK3JClo6GjvEcBPlzQwGGGX1FCKUFdw0BBRX/QMhEMjiOu8kqapH62leuvaTf0ew31zni2EbKkh+KnqEpS9wRVx6RZ/AYkMKozSl+THZsnEQEZtnx8kISR8Fxq7QezGwNhZgKYcrYcjWcyp60aoyT9DD6amKWV4RRTi6mjiVSzm+PndzJSGHLWJAs23UgG0mz6kQ4KmSIUTnHS8+azTcotr6HSUZc8OLOWYlN/wi5Fbl9OxErqo/GCeTF0tnA3H9pt7AZc3EPZTxWKKRuyMmmREpKdwaMjEAjC564MqgQf9rpXy41ASH3dNm2OuCVOUmtqanNKIDXTAyHpJyygC0kMJAEoLQz503DPKth5yQa41f5QGj3Y9tYLXScdcvE2V8dju8GQ6MCMVzjqqNvHyLXc6zsz6qxg6Hm2d054twzY3skK2aCtxvFIRyZH9zc0O7UYLydqN80VNJ8wVEVhLJXwSWfiNb4g0+dIM0MPMakU/W75lCeOhL3LOnaAos4yzJV6rKV9qPTgsJKIZacJZP0KSS9wP53Snf6OtfSzcbQPFg7j5zogJKvE75X852xCRwCH27I12mTA/OtAADsvapsmBQBKs0WPJoA9L7n1qHOOXt/wNn5exJrAJWzgK6blrylAx7FpwOZBgnwaqHSTsZAz5+OkNJWWTjQJAHzQUfhKR3HLLvwJg5i0LnSeoqqC9jBv4K/gGYt86ofeRfJb0ttNCc70OiR+KJw/QK68qc1UIS1IUIOUU3+QMu/CN3hHfLgEq3vfa0ZxuMwWjF1i4SnQqu04lllqmk6wdN6x6PZ9TFxqSNFYH4snllevWk3veeCBS77bYdqt5ft/TCBlo+AhM+++X92UcxXkhNwYxjP1LAoY8k5H+m9fE/P93mb+k5b4megqxNkqfD1S8f+MeQE4D6C3G1J4/jbM7iC280Lrfcs6FFqBItAPJ6dQGtcvZxF+noWvo0jpvmzAyzMHJx0APK3u4nsv/0OsJ4kh5O+MVvWZynUwFdQrMpLQ8AQmSBI1khJyIHeJnv0qtXTbsH4dFfqRzbtAYWykQ1SSMB7C/VE0ok9in/rS9vGXlphWs/yOWC9nvcWdZU6DClD1jXP4pwBKHi1sjLVMaOQ019FkdVEbp0Hr5jytKRtZ2IRVoh+EquNtrrHi4T3uNN6nxowRmmn1lQ/T4H4XLvdEBUWlT4nPb4SYPKzPl8Bit0BXmY+LMRaptp36uv3/t9KyFf/ZlYrCtf0P6rerBZhyi+i5QcsBKV6q0SeBs3MRzlNCKzPALsjdMRH1XSqKgUOdPleVJKj5Paq1kV8yIGI+50kAw0MAm/sRA1Rt5dVwy0Qix16GiJaCL7XgQN38Tv/PB4/Y+zO+otCah7exJqed1J/eezPZb3AhaXYNO+6B6p5qXTz3Ez1j9VuRmNUy3Ghxjm/QyuaQG47VJH420YJ/ueCk1GBAC2Pg3wgIPs9M83lJMTGx/ZFtKxgE/aOKMjnteUWpow0QwKkPj4Rd0xrl1YQlICKPnmrfSDJ2e1T+9KM0/77KTx6clX+gp+Z7nwFLFsEMo3Rtd+V8ZV7MnQQB7YYoR53AIfBC4QWeBZ5OBHHaHdyeQt+l1YaaKvZnjhrRz3BtS/WVXgnBLucnDpNfYHbxv2h5gdYS+6vC/kCkAfzMDJ8bB50BM32CEMbQVHKNsxHpNlVPklHkpPY0eaAhBvo5q2gyuxbdkKIzoWnNVH877Clu9cdVob82sDkr3TQvasmXxTk88+lAwo4LI1RbwV5jF9x9MGpcUEJC3Rg/2KWfUIG6OfzoZNF5OA864SFGkcq5JgtWXed2Z/Sl518ZsPUt7aXUEj7ES4BlvD5G3j9jU1VKyaLw16jMCdc7hFZRfxwFztzP84R/JRyFcJCKSIUb26fJQE3HsVON0W2X9K4F8fiJGH2wCvBm0BjHr1Dx8quprIuR5TSI8iP/73bIXeN7Pahg+JDD1q2G8cSUsafeiRsPw1Dxvh9g2MDqEXXEKmrijC9PEN42gzkHox8rzHCF4+vdTmz7A+IZRtRlT+KtSVA3biOmXhp4CHZkAou+S+kiOLRgMdoftPPcpcPNd52Azs+YnalsAzy0N2Cn24lzNE+V6IQ58QjRmpoxhR22xOGdbQE4TC1Cn2QHcZOoL8OH6nRMhhY4Uvr9Uigdk2WScwdxNmpB7aHdLwWhySIyAG323CUF2LjFVi9n8k1PEbEEbbmc4xwyyyBfs3qeu2kGMugWzvSSh+GTsvzkS1XLChkNll4Or8za64DGzs9XX6FfNYltIrSLeWQQkLXabHQPsF6rWXnLHU4JKbIHjL0nnAzrw0RHu18d8oEiHB20jJWn1xCiTwjAhPVnKOHaQTYIxzfBDFAk6YO3hYtgZBfscylm/Hc+faDC06G4MFv+jYSGigTB07f8hzObPNRW38xF3dt7009xpIK3r+G2pFQU55h0yc+ybSVcfgbe/vU9rVJmFVWD5e3FbwEes43SCF+EDYiv6MERqBgPENsMvt6TkPFJ7sUtWT3BAD4UasCH9y1l8VclHucxdhvGUCvaakpaGiqx1ZUhTkIX6MdXAljYBg1gae7llZOAfdvZxZIjGWyp0E6VcecMgWTIRZba/g06A3qxZbtpE0+oPOzRESYpolwT/mTG0YpHh8e5ybAhTzMXL4CEGxdE2Lqv5rrI0/d4PWnaTQO2401Gzu4LWLnoIMVPpsiKfQlZtFE/wwyaggWbldZhVONfhhD4Qpw4epggfryQOIG1+tRNM1+c2LhU0/8w77cN9oxihPDIBbtOcDpzpKX9ZtcoLJQvVYIvzC00lYY22e0V/ax6hEVEPnEMCvBkw49/uE7DxSfLqt8AOmDqliRajA55J+OYmVWZhKXOxBPjzaE6iDKEZybZJqZu1Asx0ntVKCUUj7sa6Pe+sUw1utW1gZHeZ4cSUAC4sGqmeFmqVWYDSel8IKYdhULcPmAIx0jZ0V7kdx7pR9hoRWpSJ1aDrQExOmR82luBuT3d55LxOUp+7or3ElfApdQd8lHC+u0Y/9uv0fiqVZuAmDGKerS47FJ41hUab3ZPEJ7cQOHjYddOlEYu2VFFR9fvfl/TC3CPtGhUgNJw7kR61CycFyrq1KcJ5gp0fs99uS+rZmBPipqWetmSQfnquGj0MXXTdTVg23HmXttVpFKryZrJliStEfeCaenmlwkiCYXzaaMPpZbbIYOSSSxp9VLPCF+pigB301ypUTKcdBwWpvaa00cYjN79GqsF9iSmpI+pAF2JyWUaAFuwzatq5PmL23xFfPrFXc9Nvx2MFnmM8Kr+soTkqP3WHSZUqyazzbq5qffVwvzE3PwKfrlYhxHwruX+yS1pSW9mpnz6yYGKfy9MLhh5yBwlkoPT9ZjAC+UuF2UBtJyAuDv874F2YzkOgOIFC8DK4Cmyxchcy0SGR97G/WZzEII/fc5FN7WlAiZgip+R1JWms2XuELbYxTblmEm1qEwPnhA8eUOdh3O5AN+GYxCOJDuDc5RnljCw12RafxmLr9ay5csUou/7f4ak4AMsrhTjQk97UlGx4CfKvJ0L11OW3A0PMFQ1jZaPGtBSGoAe2iDUz6uWinldj9W3khQgRmfo0Fh4l5zBv43GPPgpI6StH4+PWQqXO05v3JhRLDOu9E0Qg1o3cJ2epp+sFZoRiTReTzB734hJ+U6WFrHGyeW68RRktmkpyxEVTRzawClqZjvQPp+9sSRvyrynZ3w7i+AQ2+XGgHXlfpK/2Yq+5y4/+MVEKFu+7uzBsvN+LWRX4Z4TQDmxnkiqW5tSbDxGTTrMDkDWzrRxNXEwCMlPcDKaSqNcUizMG9sQdI3yPcsII71aLVd8ec6pZGtuzZwRIDaiRipMaP1h/rbOpTJfiTUuFRdocdwaeIXcKuxxxU97E0bJxdFOtNS0XR4fl8Yk4U0hbiQ1TblhfK4c5eXRwiiOW8iM4EqZgJZI0Cpa97lWcUjkl69L61Y8sQ5G0P1iPznpJJMp55Z1LfjFBHPbj+tIAgX9rdvXMBck62NJar6ZGjtHra248HXjYeYkgXDP/kNaNSgnkDVFeyV5x6+CJ97Ioi8OrXAg0S3tormkLwY23R/YK9mu8mHTdkJGwOf2xKREKNGWEeOo0skuby0aBVrvDd+HJKTt1EDj/tbjULWjgMQVzWtky2T4ZaeDxnz8jS+XbwEDPbukpiRZywEKjzfq4KcdesphygJIjpUogt4/UCLV1G0X0/W4B6OuuKoMG45dZ4xa8JdBRAOPtxo53Rv/ufP3I6caftV5tdniM2VGsB3cq5Y/xP4VBzICa2t45U49NaR0PVuFJoNyXWRTfSv3jgkCgZOVRDpmHa59C1jMyBWi0H4K9Jmt4wY6U0YzpOFak46y84BUjj604AC7jtguKFKYr5cOgl2q+U00+czttnSTopUJx3/qM4vsKEHK+C7T2Z6NzTTzPw16SFPsSHgbV0ukZ75nQLlhQRdbakNJUlamlvpi//dOG6aVtjBXqXi6ueP8vn+9vbyFz8gfJe2+P27hVJT55F6bUR+eMBqdo8kd69H5/NaZqKxSIlpZulh8kVFAW62lf7iJwJNo7xaNSfPtYDLp19XavHNa7VyD52Uq6W5mDmTxRdblsBXeEkwcHOTYxdsLaKoJk56yZpWCjgiit6+Jj4yT4EaJKJ+QIWc0um6vGfVTJi6oZfaY9BkvAG//TpFIb214KnJVCYebaQXV1bsQlwOHMPi1tmERF5xQcvQCqXEK5jHSBAbicQkvPtlZOetgI8pKl73pxWYExVfaGxgqB3DZ0IUk7Bx/ILVMDNEc+k6AWU7lE1lfPDdglRr6VJspHzhNQZV1S0Urz1YDy38kiKqX9k9aHLNjr5NFdWYKoW6SGNSt9YKdYyIHf8TYjpZy4QHuMcwQ/r7kHhCPNkR+j5eW4tjMeEFuaF8APWgfJ3UPiadHr/+VrvwYf7eDW+iB5CWnj6zUvG2mn4Hwn1P/WTvIuxFLo07s50SKkuTfbwbslcDMrakioPih1wzw+jI0vxuTS1kYAtOrSpubObDuQilGvCHPDvnEIYSH1O/q8U81WwGTpM5tLZsAayWlU+qzwmAysuHjX0FHVgcvsFFQTJhQu5q4itd1GrZ2JRUXYlN8yq9Bs/oh5H39MBwJMupr58bQ0xnDmNuJJ5vI4vlzgiUP9Hm5/A9TMWAMU9cUXeS4HVcDDZrFn0BDNcAKPLg7YOZHF8vFsGZydh2QCn8BPJqpcrSKdcnk6IuEK7etX1sRpyzgBdLzzY9QY1uhFBAj/hCfotxRL6twiqtuKqw3Sb/ORKouafOJ8TW4oP7KpirDq9hE/pMWIqbvEG5g4l4ixhDctirFvI87Nq/W3roBm6+TibiaQ3pxbgh1UEzSfBP2SsWvxbPrrdbMEAjwgLroxd3o6lJyi6qOCgntuTru2snzhHqZYW+AteRd1PHGgZ2YEdx1fVG4BeDSkQyg1V0UKXfiV+pmDvV8+93rGwgDYxePwwZ1NO2emjSRek1d2Us1V3K9DDhcLde4tdu0gf0jXmVQichA0hL/NKFAkXyxKfw2P6ytcsflINMlTLkXeB8fA1d7kXZTfwSJy1Jnnd9tT8G2zAsAgT+SbXEgGsiPdbzHfXC8SRTyY3q72hccCIZecnmWtf36TztaWrK770AgLQmfAtOmIVQzABr18/AlcRCHlcSJg1fsEr9NdECPitlicyVGwDRam0KMOa16ckiZWur2/7w+QuDY+KzbV5nAyyTqT1qCmq5PhXeulhiAktNU/4qR7C6fHO+9dI1RVuQ7orBggyI3oZMbdw3RzN5BzvCslIdpSe+16X/KpcWvcWQVTvLavuc2LH6Z93JB/76rZgEzf0XhWK7NVd5rRE+C7/pezyUhr+/SP47EVVOZEIrxqlAlsVNYwSUgdpx4oE84wBAQYFj0+mapl27EQNy6Zh+NAjP2ujHJd1orcNby1lNv7XFVDflZHigQsRN5TUwDzXnbjYyaEGqdCxl2OjGxD299n32Zoou6SDrQeHl/UiCBWYw39AFJim72soxje87pV3zRR4QcM8hkAeEQed13MgduCfM7wY66WI4Jw+q6+fj7qZU5Rhbcgfb2J+/8TEpwLOZKb0Nuy65Cr2M/JhymzFzqcz0SZixpPFOkT4aWH5cuGYDU8ugW2NeMnvB7fujn1zAuWNjb2FW7soeOBQQ6JG37LHpg43nQrLYZkcqwhjRh+p+530pr8CvRg1aZTMPhpSISb5hV3EWOHdWTA5jlXJwE/1zJ+w==
Variant 1
DifficultyLevel
539
Question
The nutritional information on a breakfast cereal is shown below.
Anna expends 650 kJ of energy by swimming for 30 minutes.
If she consumes 100 grams of the cereal, approximately how long should she swim to use up the energy it provides?
Worked Solution
100 grams of cereal ⇒ 1320 kJ
∴ Exercise required
|
= 6501320 × 30 |
≈ 2 × 30 |
≈ 60 minutes |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/NutInfo_ver1.svg 400 indent3 vpad |
name | |
number1 | |
sport1 | |
time | |
number2 | |
sport2 | |
kJ | |
decimal | |
food2 | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
539
Question
The nutritional information on a power bar is shown below.
Sandra expends 900 kJ of energy by running for 20 minutes.
If she consumes 100 grams of the power bar, approximately how long should she run to use up the energy it provides?
Worked Solution
100 grams of power bar ⇒ 1810 kJ
∴ Exercise required
|
= 9001810 × 20 |
≈ 2 × 20 |
≈ 40 minutes |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/NutInfo_ver2.svg 400 indent3 vpad |
name | |
number1 | |
sport1 | |
time | |
number2 | |
sport2 | |
kJ | |
decimal | |
food2 | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
539
Question
The nutritional information on a breakfast cereal is shown below.
Kylie expends 1000 kJ of energy by rowing for 30 minutes.
If she consumes 100 grams of the cereal, approximately how long should she row to use up the energy it provides?
Worked Solution
100 grams of cereal ⇒ 2460 kJ
∴ Exercise required
|
= 10002460 × 30 |
≈ 2.5 × 30 |
≈ 75 minutes |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/07/NutInfo_ver3.svg 400 indent3 vpad |
name | |
number1 | |
sport1 | |
time | |
number2 | |
sport2 | |
kJ | |
decimal | |
food2 | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
539
Question
The nutritional information on a packet of biscuits is shown below.
Yvonne expends 1000 kJ of energy by skipping for 20 minutes.
If she consumes 100 grams of the cereal, approximately how long should she skip to use up the energy it provides?
Worked Solution
100 grams of cereal ⇒ 1810 kJ
∴ Exercise required
|
= 10001810 × 20 |
≈ 1.8 × 20 |
≈ 35 minutes |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
image | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/01/NutInfo_ver4.svg 400 indent3 vpad |
name | |
number1 | |
sport1 | |
time | |
number2 | |
sport2 | |
kJ | |
decimal | |
food2 | |
correctAnswer | |
Answers