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}}} |
U2FsdGVkX19117HDRtydGLrAhWUoqgvWcesuzTw9pzwcGP2t10LVf8MdPGAYSxKLAPgdSu/iMlvCwW7rqUgoicSe4pA+cWuNfCFAM0EBEFyAb51EcuZHMQMsZ03/vcwJy9+TBnAcbHRJkwY49t0RyduQ/AbBta9EaNcWRrqJsQuuwueVE192po46yx7rb12m9igzHUAGguz8Rv8pQasNct/U1FX/Yne+aAy4PT1kG8+UmQdBOgK/xmnaXLOGW0hwW+Oh7grr8KeuWMBR0xbLS0yzjP1v5bx1f9kkmBv763PGRMuNxU3GDSc73MQk/fM1HACtJZusS2Ln8Ol5lF+yx3vFUzpDuheKI3KFpyGoRWIeBmP0OAhBZrzAkGDQmBvC0IDMbhhvpYezbTiPc9qawFjQc4881+WfTGQp3fed6XTKbFEI55/gBSttLKizs9AtZ7PVWo4FJiQF5ds7VdR7QzU0Dev3lsa/QEz4mWz7mIFTx0s0eKcEqLOW6EyTtFlFY4TNgkPt8yYj95EhNNhsvMp5vF0rkqU6+76Duu/cOIqWIDnPsRZyg6QD59iWTUhR4uGf2DO7EvBLNdHOyqNEGrWsJspM3TdB3wd/UKN6DCH7pjaNTnuDsnKx12NZK1Sp400BV/5Rqe1t2jzl0mnWVZLA4z7W1ID9U2Qztsetk2XFF/9QBGxU13pQKMkoJUzFK3uIpr+TWojk3RuP2/cyLhRJ5fqKfXu9QNJAZYQsCbn3NAN8uVVnmqHbKJoJWVikWGXctJVenGMHp99yN1H/S4NPOPSIkT9jBRkF/TLLHXI2VEud1a3+0TkZWRS+kkBRcuGL55IbLTEBSn6RV6LfwhefeSM3JRTgU0fBbImsDivbFFJXWJ1lyeoI3TwvRFCneGmk3HhW0BZtVFXGC5UjpMJgNkJ8glb5cZBLq2CeDgpt77V/EBDjvNIRlphW7Z9iExRFCYkdj+mkVaXSm/GpwkvM9NHU+l/YBU5sWEd+TAmX0oI7TGP5ryYBawg/b6N1PKxvtNfMijeGPGwuy5LN94RPogUdHTSF3nC+35E3lCePGYDXqENculg1qnRBfFeIQSpqpR1YR2hluxNtOyTEeRasHbrnIvwQZ5P6Vt8srb9zmR6KTyC7S9tVvTEttUJhfnL4cH6AdWEKztzv5lBsRAzImcEZAWGkZaJLWTwGjkVACLceoYiimRn/bSA+nBo8xjONpUDNxBABz6iqhza0MylKfNqakZ0WRlUUUQV6BwRI+Xchbwa3Ns4Y2bPiJMlth1+aDjMiRiZpPEylV7x9AnDm6ApEQP+5CZ3bP8Y/iEMshcmmfcxKI5kYHMRF6loRVZbDDGksZ5lJnKSgIX1dtOnKOh1rms2+AaKYGoKbzWSDIPl0sPUWri0difjKJejgoQ6r0pwKeyY+QwPTYtByGR2H/5wVAHgpLycYZHRZPVWvRcS0V1vOLSh7UjNSW34ERCSUiKZu2RJvUlujWRylkbn3KL7QFrBdjFnBb9h8z8TT0kPAFaACf5u/DZqmmw90Qky+mplmMQi+LqaciYvOS9Jjzs8/pODkTevn3n4M2GEb1Y+pLilmL9gmLDd8KHbtBoNMwp6lDF79S5+r1kta2aVpkBw9tNWxWe9TAG1qulFHqssp7cJAbkLkVCTnB77pZf+bn0DMd6ExKWuPE7dqVi1UJ+UcGlkvkNiFIgUzijuivxx6cBZX6veXEyTEwv1jgUCk6K8bALJYqxIkyfIzdI9pnHzkp1k31PJsjpolSvMgfAyh+ZFv+mfYzApI6pYPcGu/ejj3e1LLecHM0uC3WAp4fVqkhWxT4G1eRz5f4e6IhF35od6wvQzzggMyjGd05M1YX0crWrVDFu1ylCvGiSe2Rv9paOcDigvvyljPEs9HEU2Oj22Ua2bGlgwz2n7O0BhgjaWNaO3c+IvCCboIpL+wb/bUwCwoqaRWOlznRK3clLHQHWy6O04z6s45e5L+4cNUluQo97ULDg47h30m0w6voqvTPpi8LspfPuusu/+XXOPBEe1/8qI4pHAX4pLrK7y/wl+3asl3OfCLj8IEokYzCliSL7GRY984QEpC6JXn5fEo1v0qh4iHi5oNxZbJKyHNOb8yK5R4aMnAS27ENcAQY57oEO3Xr7a3H5rTNJ8suxPF2/xFKUW8D9oRTOaeZjyWjxnyrN8OhexUYow4SU9CIi+PFrkGUCVFlx5gGgPDYCDduJdlLlqYp6QcMuDVun3X9ZXTUNx1kpRJ55pvc/cx/7tqL0CgKqRSB4Bntnw/Fk5LVD3eohYwWxP+5FZl2KXZLy7B4YlajKb2zSqP6h85aUfA91usuv1PfFTRa9CQzL2D/0mTSJsl42pdVlEqSFHmChnQkcknMP+ECBqB00AiMp61AHVv+W+MQdA8qcyATZdTiu9X7egbLZxFPbGC1w+nTZNNKsFPSBvuOX6fc3tB542yVpPcJ11E98ciTYCFos/eM0JYEPUjuzpBjaWcRZUAM4Mph/JadCYX7UNgKB2InKHr48xCVf2lTHe0CysbQjOZucth/stkmsMBWlBcfcb7tbnoqqL9Q0/eiAv0zOpTX0uEnDJcuC0m2vgTiY1GBgu/ex136rgvHCSkR6L5Rul6nR+mvX1LIokMHG77peM0ARARFfSWs4CEa7J883N9NeJAasDGOyYGzRjCqpIsf/Go26g5d/YyNoRPuMk7BunBsV1CiXH6QilxmOHCWdOTAlMJmOSl+XFyXDXfAmcx3MepDnSa8U0SH0vXSpdYfNTZYMVMIO8Q4UqEC+FnH6XHEUBWZhuVUmul+oEJ5mWuBNf+ZCSL3XpQbwJeEYfQOBpOkPZFgolpi+yFFzh9x7aut9vQOlcQDmQtQPs15tmA5OpkzvtoM3QRbKCkySpLOY/2RrfZ+P131PoDhFKI0BBTMribvVAzN2AdGrngi1qo+y22urxUGERwgL6k66ZWsP8Sxaw4BRVMcQf+48b+IMm2OCiWtAtzUl9qnlbAMLffOrdZjAFB70qwlhGkOzp/YDTbrPeAKOuj4k1J4FDp4qbE1FCm9CZxzTAF5ZSchKBFeWD+TtzNOGTKHrSG30UpJCIoszTtdNQ/S0m85J/jwC820Qr8AM2eld4kup7ydr2KqiS4SdOGHQOl3220qG6rPN/DUj/Ds1HMGj5Dq0pkUaTe8fMZlKu33y/Zdam1pDskFGUzEty/nXRvEkANtb6En4ZEMGYcOMJoSa75mIzAoa5Gytngx5Dm1A1BPk5BRUDgu15P1C8n+tkx0BiLQ+sqAeXOWg99Iiy2mcElSiOxnl2DfFNP5hPp2PBP3gbVyZXYpE3lrhXb5kCB4Xy2teokNx+BIy9F0GezoyGfGZ24MeOZi3SPtzBz+zvhDdRqZRS1Fk0asF6gq2gToRrHJx1udCwwd3DH2OCaQYrRjAvd7wMGNWljMwH30JFOv1vvsreHK1AfLLjG5ZgTxmQk5yiIgwJw7/ml72ndqVTKXk2XKUmgTJIGbIRtEjdZPDjTR/6GgIBum077U1U4Uv3Obpsn7OGY+/BTkJ2sP1dABJ0FpAIOpXwS817c3UJ5ez4d5PtfyvFROvhNQ62h9uYyTDWUWajV/LFPCEwrEj7wHNjgrYdYOtAVy/VqhcmDo2GE6jTQ+r+fjgjZeW2Pjx2JRE5DUPKTsmAV6gQgTB680+X5/L05+AQDBl6pV7HhkHH4ERpKockcjjZpYnKRdTTYVSMev4IkggLioWEeMQAarSPkiqAjEhDbCV9MFB1zNIztaI0NVgFah1wiw7j1lLj6lb+jkZiGLduwjo+V2ALzWbNwkLM6ePsgZAvmdVs3EdAJeIP/UQvO6Lah4E4EV3lmT0qlXOeWqlJ62sBEWo+HuJjrDH0lxTGkltVF+Jt+CUud2/5yb9v+GDgUMXS50Xz5TT6Tb7EA7n1Gqnd7ZARL4GKUUIGl+o7E505kBVn/Jrgs+YlKUZOsByU1vthdWHeVNp2zsjXvkXh9+j5XWS0SpMS5jb5ra+zt3S2t+UpkLHRgMuvlwXmwbRQmPlC+SGTXYnl6wdLW9uVlE0bKG94DwfXnFP7eRI93kTfG0CXdZgEaTZ4r37Y5oqeY5QzasyN6NZVyIgCUDQPhoO+jmWDgWjlOo+RGTbDXeQm5dE+5EYeJZjBOu0GA1Nayvk+lIrDlAB7keRR725Rr2kFjksCUo5NztFrFevca6JqrUcRAZjC+1XHdFfVvNDn6W8MewabJK4ZGys2DJpLqTwj/4J/3S1uIY0OXzxQftUTJI/CJqclaveXaP+iJOoYrdWyAkhimyIUfHAgRturUMchFJ3uM/5YfMZJU2S7f1nb6oXUdDTckGqERxRGYEWWR230YShieFJLpoOxOm/GJdv6e4e3nMxNW/gfhxOOmMJG+rRAQxBKH+PBaK4/T+ym6OnIl3AzFDZ962Ljshgqz0WlVZIgU35k1/ZDdzHWR/eq41mFZy/Vx0txmFd25Ta8bxdWf3lAVvCK0tQr07vAPVpnjapsSZJIIDfIEBhYxqP7Y1wEoUtoW0CgKtdxBzw9Lh6ZlidEfRu0Xa0Gsmmmg/LUJtNHqFd5qhVYc3ejG7tnfIYfSJqhJgIrQPbXmeAtCxMIK9ocuOaQfSp229y5kBfqntpRZdNFnUq/EMhY6G5JcmBiCNqe2uoQiH1XSKyj0jLOTXuzoLXLEsJvElRNgsNQj2yTaRYDY2F9B4h4ty9MVUg/q0EB1Jg139TD+f/vzrqAnfnDsNvHCc1wJgLQu1Mx5J1GO81WGSzlD7kNxhC9azyXqOkvD3UmtDdXL+ub9eASIOrKbh+KZfJgYrJmgGbPyR3veB2KVEQ8Xo8UJdaDFV5UamZgfB1eRCzdBQeINn07pcInHBcgHCCsk1ApP0E+YQwgojdLc9OBQK1+ZAzC4hap+7rlD0JpjXu6qU/x43yO+jDQGQDfPPwyJO7sRhOjcEY8PFfeZqkTd9iRz3pFJTJJRqEJTZiSb9b7HMjVeKeoMiruS4ZqwGxQ7MDWOu6lffLTq524Pmx8uvb/TNeBbAkWCL6+Tk6R+kVGErRpBBmehk1tZofSK4vLF7CSxd9d0lCAOAp2mYaIUhFZZWKec2dqYknTpnqGJXoKIc48a+bs1cwE94mAlPlZxiAVZnFPm/AOVqfaAYKpRHLbUCC9ll8SFwapM+AlmD0qBA/VBcctsaDXNdP2j9MDCHraqjsCQcEhpYBAd59u7TT5qfG0lm6yGho8OtaVpL4uBkjVKS5ni8nbwod4fMt9dG/U1zpiX/H28jbPAq0alMgomjL/vYxMS/0wnxbiP0VxPRcrYVr/KW+ZZu3PSMd9fVLLe18edjC2X0FSrrnrf4cyhYMOzDq/opCrEzXj1WAbO6gU88UG6ed6Ofu/h1ykrWFRlugyUvXZ8itT4k+cMzEXUGYzQsi8WECGQQ2LLyYr5ibte5hd/IsPg88LtWcVFz4zThKnmtKf/SvQIcVvsPKoVV4v3+BoaIOyZxlZDifi1qIiYfNEypUG6isM2S+vRVVK/cXAcichhebAC8MO/QlM8e1Jgz4EDXg0ZTuoxeypBtd1EhfU2hJsGonKS0mqebVWYu9FN2d/fDzA7tk/gKgcRqvwMfCaz2eMAMOpQSmONxaT234jCn8RAz+xBL6XnQytMfAmQaucvMYmOgPLy5VjGpKkGFmqGsJUY0SrYslYhjPlLCUuGF0l7sEySI16ra5utklaLuHIBLTNVZHnqzJeagz9/2WKHf97e6pbIojrEdFnkYzFzWLX6MS6t0CsoKBsLnKFRAOUPgcKyhNqPa72keexQLCDOTaT4z9GhPxMCt7Y0fYwbAdYGSmwDavSxDcgG09aafgT43sfMV3r0M95IUM3dgQmr9D7yM2yjxVq5x0zWYa/2TZD5Szw5vOqjuOg+hlasIe+PPBRbtsmz1GzgmlGge/+JtbOyUfjovLiolJyo+ZyVAmxoCOLobxJ2rBEB7f9MlUdCBE7oB0sMS6ngVWUWGlh+eiK7VVWYfRFo+xLXPMSC2O4VgBJ2FLW1xtx3idu6o+OtnfpETPQbve/zhx2i9SE9+NRAHql62zMO+WGti+iIO82wNTn2tCeu9vCxzJ0BFq7fekgITu6YqraXfIhuqZqkl0lZQJ7ZB9bJ5IyoZeDuRZDeGQs6fGTYeJtXzTfaSfRdVw4xhi9DMYaSkJaooZ4/YLaSMhRjpwv9PsVfAieV2GNLbKI7N/8YIJS53CYfpJlyGHX/iu8g2U5z4K7Q+FmuxF+ON+E/g5wocNqQUb02KVa7uGxOd1q8m/Ard5OyVxCBmbu8JukuBhnlJU++jXZIFZnlwziskGT9/gdZA8GD4jWIbmp0EXqAuDrH9+K9NiPCZcl1jCdv3fKm80KyEG3ScTeYiCBlADsg7zYhqOq0FxmohcrTI2INPbkAE736+ReTRlLvjKgT8nnbxvMWm+gKfNj2wVJ6Lyo56i5DLD+vFt36WhHEHR/Wqxg2d0PKf46M2VXlScUuyyL/6fVkpIkrfazt2mx6P+dx4KOuAwCSq3In6AyProHmBinz5GXIoD6+T4rj3vO1ZcoQjgV3JS3DQTFVrVTJ/A6+y6OWxXPW6o3DH9whNosZGwgS4yQHdQI345cX3/4iNA68DbtxNxpb/WsqSYgGeNQ6bjSFnYVmnRQGV2lcq2nu+sNRhBoDGgtqI20tY4BskyG/3mz1SjWcY2zujKKBQRR/IwELGQqlUwuw3OASPtq71WFi+yzWZ7hN+T53RfHc5Oz33mkZHY4IrC95i4ug8BuD4q3nb+A7RzQo4pCfiBb7eCJaAv6rz3icWLJ7Y/WDL4Yeo5Lf+Nya3X1b/JemqevpHH+oU7M6iKUGGySJYqO7BcnssZtEXKPgNuyDoaiuQ5RGednoq3FHr9LcvlmQbcWUP1rDkswWfZM9E5nwlbfntO56WkbAbGA9cJdoK+ZotleP8HiKrzaNu64RJWja0cnM11c0nevUc/+qRearFS5cK/yWu6MCazwl1JCO5MoYTuAGlWVStAgLitUYvS9nwqgz5BACW+F3A0ET+aVvUjazqpMjXHYopMFYrcKFVQMw546+U9agLeOIrEcO+GVESDdy/hAFF0zusO7RxXPy3+urUJJaklHQVF9vkTJ2qpJW2DO5pxR2Db/+fKyK4Fe3sbKEw4lcGvC9wdWwx17SYXKlNLqC+EznmVO45RINN0IB7G/muR9e8/mnyPQCkDnQ/iP7ai7um+nPz1AWcIFqeME/ZUKp9BC1ASEVjXPB+qC65SJjkAxdwJXc/ilNKBN5
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
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
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
U2FsdGVkX19Es3VXQG3KsXcsPLqEOe2eybfAWnz51aN2xI50zthDkQEpjPPEIWMT0CzXhde3dKb57m/XTDo98+fQMYepgdNpcXNSdhX3S6LNr7CxvO4SrXYfRl0NwaQqEehR2IlVnlzFuhaBb6Q7zhMUaiQNAZNMwiG+Ae/03hcxbWI5999rYK3wyTVUljah+TSnWZvIu6Uxu+FbfCbk4b+i3z27Grp5geB/irzvbGa6izF7RFT0BNZqKgoFFavbegEkd0R+WS2jXComc/5ykliweLYcORJWowSfnrANyBucz3RQqeAwDGECjLWBSS9kih+Xg7jPmp1k5eIG1ImEprmGZWjDYwWcqYhPn/RETA1eJ/WTQg//PwHYIdqH7mbFoIe9CzYNCJyulep95ejmzTsMztIiX8N9kurl9JtpwDAzuccpY9TeJyJf+KGVt2SJo0sS1dc3rLezaOehQ3MbWpx7u6PqEUo0DfWMS2w8giYZPrfFhGOw7VmCPom+zXwakDASZsRS1AdXjUm+4pmZftt6YuZaGu8Mf+UWJCI0DNLA8Qa1R7b6pJ2O1l8gIEI1ryrCvPEWlazjWRXtIH0QhQqjW9QGUkE4fz8jBNdRpf/uTq3J0CIkMzlWTp61wW5r6nqCM8ydl7hs3pHAmj7MJVwSVD6ibxaFC8zQ+ZSiKW0rqgbFdDANuOHSnqj0fsFLDn3gBRDZj/DH93r9B7dZKlG7KOpUtlCxGFFKQpRutS1RsjOWtnBs9BqqGWmKzbn8kjy+FWAIhlputxea4fr0HtU/AzFxbD384wGOclz2g2sEG6ILZN5lnEi1z+Http9RDSGfKd0eKwhF+aXk/Oi1n/ltT0cfhJoBKxmyesGSUXYXGMUO1desBOCq+42Zac7ty2hYgYLzR6+uq88sjtU3DASFlOHJoKVkJ0xknPpLsjm01KmDfMtn48NXP8IuLPE/wzBMJQdP4bTCe/fCCoDhRRHHNhJPL9iKGOatqDEzQmupn4i4pHK9VITCW+S1gkgeR/iIcAgLi1+sPHXwQkgm9csjOXhkNPCOY5hzG+0xmd4sywzFkwq8Dpd5bmYo2Y7Cf4KzX2KbnY1SVN8ilsaIYOY8vA1r0O2ElOxcl7hJUPjeth9/S4fFo4LNOmf3jqid4B4yGUjd4pSj7RLrQ45O/e+iuFj79W9baWRe06uQsqxS0w7HXPQPx9+4mRKpYT0XsxnyL/tr3OLtaYsP60obGnxiob+JmnlAOeHD+1t615d+DKf7vdGSaN4ezZa3IEFhDtqbcsys9iujes1X0Ed4f3LXyXRItIklUvG2w3jFUceOdZbgOCuU1gjC4ioxWu4Zt55K7m1e7C4HzZlK+Jv8OJFhfM3REoJo+eKo1o+Tm1yCaom7pBNh2UVBy6WQnLxffMOFRzGAwDGo9Oypy96zBoPkKmII7UIBTTPW/LCe8RoOH/5o7JpCOtyVCQUo//BUABfrOJL2xdrZoSjWfS/9zWi8KieoD+ypWmiE5p/Blk8ALtxWNyaJTIFy9Niblqz4pXGT308RN7pQc155ODCsYYicw65b+ro9NlMwM/xM+5737P/PAmcuHRf6F9/yoqNaHSJoykOLgieRpWqtVU5+PaRol1PvvO7Avkf/rB+bihA1qQjVrawSnugyn1GnGrPxBhAVUxZ8LPoohrue3nW6RqbmCDJymM6QyC3O0BqvTkLMdfxg8c7KVgwunA6xKPNlPIGDH92v4i/7zdQERTggIXCGRK3OiK7QVg0Dh/+YLeKv4pfDL87Q4xOAJD+tx9PRAsqkVboPYbQ5SRYKmNQPfYh3uByFX4mkqc55WSKPz05zFFb9mRD3NuIuVZP1bXHQnt4C1ZgjBXCXeziAuNEd5gPJFPQz2jdfCMz6TeWuJiIYFJEUA0gHT3XI2SG6bmU4y7f8rzfMwiwTtjUCW3s7n4b7gjJYJ7BWN9OR1c5SKSQ4qxXPM6I+PjPEjRjRVP2FNEQ4EreiyuqCHRsSWXg2v0U2MocrsQNsUVu7ZR/wcKRx2cSGA7wkerbFgzGYPqBDqUGzZFxseTnARXotEgY1U1+27/MbOQRWnzuzaRcz8g+wr67/LfdcMsUTY71ibizPMXwR5wCvZZwm+kpEAOtZlNhRa0+C2XW+eK4VeSchr0GcQF2CcQHy4eICjO6GeteA6ennGMeIXRq84m0kyDzj9OR2eHCIyWwDPDlJqnTEtURlNvotQUd5mmEmhYFOIHcqqzOeRjC1PMm879yL02j/InIjMNkHRvYLUJNk1QYAyGwykXjFKMg5FbDCNp+D7v3p5cbMzY8xbFlYDDJ2FCpoDQQoyBdltctRUxXNqPUgQDSl+hL6QiCqLmgb5BTZFcxNHCsDJuezVThR8gucOv5LEtX/z8267NQ20Xfrli51PLauG1KYbGGAZ1CTjpHb/MyDFmA/TwYVVGbg/9ogFU2LFcDQyFQLs680GO3SHkz4ODxyLc4mq0JuAYIuPYQ+SB7P3CopB490Flg7ibLVO80faV12OYwFUWyRFKa5YDc5f9eRCVnRT8tZcGdkbex1nzvESDDiNOiUD/cT+cSpnDMNcDY03cVHfEgrbnZy6WA5QhJBWEN9CNhPh5yOV618x/wvv/XLmI9gwdB7vHZ5QmMTKI7ZjuigNa0xhi2soMAIafwTdb5rLY3KwFU6pp3IOZauztcFVpyuMmTcpcS6fb8hI7oUZI+34yruVVrl/mA9MplRCmuz+pJO6RoKqqQZC0xxWSJt8Qwfn2ZoZEi3kCpkJ/ePsj8J38rpfe46oJ+xjVwWls4gBH2AN8GUj449DHPXorOpToMpyLeahUS5DoeZQ+pjGA8aFtIRojrp1LqPyKmA88BHE/XyPosVKOnaEs8wZhX7MHic6GglrDHbag6Fwjq3XQBu/kifdRWtoHzMsa0pZe+vFyEEvVmX7JFfQT0n+NOnZtB2BO4TaNaH/AWRPO9ilbK1n8pwm5kB6ctag+LZ3OjEJZdQQyngveVNVbi3GyIKAAm3IdEXryGnE5QFI4w5z7f1ObcAhJ1LjvgX+2q4Qp74wTgze9vzP2GSg9Cq5/kfo6st/Glz8G1FvpeIJ6C6XA658P6am5LCv9wuBxS3laTOFF0O0zGanF1AmKMrICmAabRsVB7zp82mR4k4ffFN6ys/rRzBFZFAlSuIN0TAFGIXJBQkLTnI2yHCOtQgGhlpA4g2bzWMxMO2uJyYf7BkYDmnzzGFC0+5ropIDiPh2MhfzBblmC4RST/d7z9DUtIf/FH34FLw/1Fu5S/f5sXDBe+gMxl8/3p9Yw0HSB8gyXZ/wd4AdUUIMR/Xp58XVsjx4FkjjZ7YWqgF2e5MQImzskNL+CHqD5IzDck5yv/l/Tjvly880S5bndJm/+/+cfWjMPteSGGbx+M5Gl0JngBrBJkyv+jjsPaeoBduAoS6EQsAfOopRKxbMAf7RiA9L9aaVX1GSljYimmV5X/W+vDV7aNheg0AzQWVBdHuwL/xhFLGUjyava/pHfCBL0y2m6gRr5qCJ9GHcL0CNqY4YBTrEorQq98CVpEMs2tgXVLllRd4pzZeol/iV7kDN/HymL6yuoCUfoyxFIOmLUa3Av6cCUrNIMaMUrmBdmcrnorf6brdFU2pBFhYP9d/4oUfh/CLnxssggEc59RhdzapXyblMUIYi/UGnttGdLdEbD4/JhIBwCY4juo5+BifHsq+A8Wx/dVl84K5HsM1oYuZWXTTVHIqRhYKaL523h7nDbQNnUDqkIQ4FEMJ3uST/KZhHLuUN6u0FXSRRyjfXnw6Of0wIv6DCaMSnMPT/CHxBw4PKfjxObpGbT1DTk5AIzYfAdJ2hN9pTp7XWVclPrmRqNBOFdFmQVLhdoDdOecipx0tN1f6FPk175E0MXGg74btPStdouvSTPtqqeM2FQUafbie8AYRoZCbrNy03klOjOYVzWmaYqBIYQ3l08Xx+XlLvsKnUWmZJcoIG1hxLKvybT1pYmquPxWx3MFxYgIZUIi0cIFeo3QZlKki1Zp1WNIWus/dYU8cHR+aOA7wB2vg0PuQfNEtEMgiXyq3SXmfYrW449rFhVjDEQGVr7Vfktol029TAYvTxYZwKWF3f0XutxA3gKdrWxExWZmHUPQt5IDCTJ8MYr+NauMa595R+2vnZ9fGAP+faWx4bMUWt92q73dZ2qufiO1EBzQ8NjSsuNOMYcFAtNQ9JAQvq2AIlJ/CS2zDvWlKTQslin2bCbde8vTBeIIPBYFU1h5W7WN9j2TIrm9C382KN5Wd0/+6YhS/N09HuBtNIscbDy4FNwxgV263LfaBHP+0kGuSv1GZ89OOZnAMoFI1E3IosvPMlzIbXiVIUHdVOKgeSPrgL2KsAf0/XT3cW06zR/d+loOG3S8JQ6FnwFFMkPo0t9+a6KNGkbHSrmK6aA0DlZmlrd2ItoxplGc9+gfJSU8ymYeylK1AQFHWhnqIpRocNUh8W8Hz+BAgYcKTvqGsmgeNAPQJBx+5blZnIOsvvNJBCjBHPvUh4j6PeGqP/Ggv9094gfnJs6wgrZA3bfjSq8Hrks0Ci6UDFZ55+EWS2HsWF9MnRy8jPsYdeFoa3Mr+hW4Z13Zz58ffLfVl3nYUzSlMLt3X7JGsSvvrP+vFW1X+vuTcXIqrSQtgM7eWB6rZmizTiEoyGB93XV1PIyfizbmCHe/PV1fntWrTJvkugTX2KsKoXqhyjocbThJugPmKfsLRp5h5trN+4niCpILABKcxYFMjX1yW4XxQNY5C+bq3iiqlJZaqwth7+X6y5R33/nsWyl1xTXhiHG9WqCwWM/qywz73+MEzwjVX3WV7eLIihsarZq2Q7+NTfKr4OwgQAI+vqSxRVixbzXGPIXDh2RjPlJYOEwZpn3kc2qczdR6PXGJNaedwJp8Eyx8eO+sYV5BAaXPFnTMSvlaLXTT0//AsIHkxTu/KPURZVR0X8ktyphoIojxXGPgeLLyfpvDkzGVAjbI9fCaN9jdRPVK8lKfjGcZuLen2u/3cXqjX8q7Gw7TDGrKk+S9q9wt0zX0l3VAt/UKjQEDdGAL0/ZPpVci9P+CLfFslYHMsfyhfIFJIXYb2nukVQ1CjI/MjqxQLxfft48iad0lqT53LCuFymg6Reruj0Eus+LH9zE6GfSOP23FAvrHG3JeRxKgvGD7RMP1gCq+5qaZUyV9XkppwOK1GeOY1MbS50Du11vAjD/5j3l/eH8NSFXAa6YZP/sGZ7EhF+p6OHUScrpYi6XQ5sd4G9+E2g2g02U6u6rAOxRfTNGoLoQ2PsGZvZnr3/e09GdTfIVEVk10K9P2N0wl57gycw57BYHwm1wn9odAdWPvNnuF+yW6i7V/NbgysvZ/9F9IhGq5uzt20810KlIlygUKJQDkW5dLi/QV3BrOyVBUa1H3LHRkfwL57w4lvRTp+jFNosq9rJhKdhtNxkC8YNgRiZM/4PmKyyeSNu2RW0pe9B0HW1JZ3b3HTChe1+2iXnn96j4ibyW47iiTVA/O+FLwcWXmVFleb7gsaOWIXaabh3OeYdUCM7bcdoDYe2z8srKfv20Y5PLTfJjBjOSCLzAX9+53aigX/aWk0olx0c+1pc5tVRroDf0rQ7Nv1FwYI3+ZB8Q7OPvcYsc+je5rSxF+5/071BuYJyjPeB1Y3vrP4xuiKnEdnPMY9dLuy81JmDHoxye4MDp86wMZYqSLx5H10vbvHFUed+FwC/iJMmNJd6qgbfyRvxj5XLGJ9W0vQDJNF1h6BoBRsvPK64KWChoUD7Z5SWB51OksTZGrT20PziYErMeB1tXMHfDQt8ZtqqYdHDnBAoHE7RNii08NmyFmBDFK0HeOuNPAbGOTc0awTbw4D4H6oquAAcjdjgtCdE2zkgtLyMpWUH/5fI5WIBpQP08br3HOsnSKb3B7xh/ibzNAshl8lLoyzYgaIyDQIJnKAKbvTe19aZsUkvAaVygm8PTWicOXGV/QeSD+6GfLMM8OBlWeB92XL5sK27vyaJlSpCHPGUjH9uq5IC0O3hXdZjh2A2TyXMGFYHh9oLrcS7jX5r60QLbjLMRww3ARsZcZRViayN2BeOBhaW2dgVK7ZLPy1tPW2PhE+3DQZcnYyhqTwhJKKWo/790rNr3C7TgmfA8yTThn9ENkgp1NiXtrHyh58tNqo1ObKDKLjD24x+SBrFFwjQAvm+2EokOORDuGHn0WKkE4pBnCpoSkd+CCJuIYVG1LY8u9/q7IJr14sQ+uJQwulXoc0572TPz3RoOsLTHjQvTQBX8pgVuaVPSpW89bkNimn4lUVzetwmJUg/7X++dPQecMiqvNd2RbazFP6bu+NEMxSWYLUJQJGozy7A7ZNlSO0C290uMzDHCMQHHMqRazzSmoGLyxDGJsE+iHLl9RWHyijwiP1zmBYjZrNwCVp8cAurpNbeYPqoraZ3QUaztnm7fihbwn48fHZCuNKjVKndsT2Sz2x96ERP/6k5LcvK427sJi1dUC0IQ+8F7JjHetMcBH1a+b/Z4DJ5gmbeFrXpfYbfIg3GxbDNKe8f0C73XeDq/jmdVvaRu/5j3cMo0t9ZIpr5HYdqmt4e6qXgU6AlITGzR7mdDjkREnTlKiYvMkahrKr9+J8/pY1iNMZZlPQv4X4E63Jub37+CNxmLkmZjDuwUrJ3VlGNav/Cjuiu3arn4d0yhQpVD0WI6lFOQPK1g7BQ7lvrFp2EyEG7YS0MmPP0Q7ogRsORNI3P7fbysUc2e9McJLaduTm04xwghlKy9pqldAJ1W5i+7vBGfTCS4hrUk08yBSbC7yhnt6Is2nT0tj3Zb+7OLD1xjV79qOhOY0XSfkaneAGuJgLftE919qNMfx3xfJXPe3IdIi9HXu1+oD5m7at+T2hwcwoQSfo1rP1+f4eQiXgFKqj8NgjapgqkSSkoLNHq5hpg4L4ujxDjLUgB4yPk1cIZo0JP44/c6UdQ95rMLF9Hq/uBnTE6N+kGpKpG8OYHJ2xg9uv8fohPWBMTA3YORi5qnSKTEIIabxfv44oSetdMNZN6iXs/ZhmzvO44FizwmteJrC1quJraoQBc6t7DT0pQZB/1Olt8aJyUDDe8d5d22qWIyt9ig1x3RJGg0lE5DpUMXh+l5hWUCmZDXtY4ptq9DZdywJRZGdsTmbcPUOzYhbS8U6c5RacPQRS1vvqRsFABqGVqq2os9V/4WAWyd07oEC0orVRC324JNPwoa5px3HQ2fdUL9AQeoGZjQEShFaMpkDTBiH0lA7GNwiqE6Kbgbi8xTangPh7SYThMXooImfoJCbS
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