20344
Question
{{number1}} {{object1}} weigh {{mass1}} kilograms.
If each {{object2}} has the same mass, approximately what would {{number2}} {{object1}} weigh?
Worked Solution
|
| = number3mass1 |
| = {{mass2}} kg |
∴ Weight of {{number2}} {{object1}}
|
| = {{number2}} × {{mass2}} |
| = {{mass3}} kg |
| ≈ {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
575
Question
Fifteen concrete bricks weigh 40.8 kilograms.
If each brick has the same mass, approximately what would 8 concrete bricks weigh?
Worked Solution
|
| = 1540.8 |
| = 2.72 kg |
∴ Weight of 8 concrete bricks
|
| = 8 × 2.72 |
| = 21.76 kg |
| ≈ 22 kg |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| object1 | |
| mass1 | |
| object2 | |
| number2 | |
| number3 | |
| mass2 | |
| mass3 | |
| correctAnswer | |
Answers
U2FsdGVkX1+wlY25jKJQIinXf1BFOMsIbSz5nnoN5yfLCWa0x491B7wgsY9/cW10BXxvzSAT4ZkhzuBJVM/1JVCYwSkAqupASzO4rr5nTmCAGWxmUDkbRhpnNQ3eEz9Lik3c5RsAEe0DVXPyvHP/ZvMo4gSi/GLQEE25rvmHDJtlswT5Tq5tAULsWUWhNkrM97hgVpXUzCz4XmPSC/sE7uP+HNYsfgprWVW7TZ4nP4JSKXmsm00qpXpHTIn9hTU9Z6ib4X6Mv+FwHnXv2IRkmQPrIWveWUGAnjS6y10ZH7SdQJ2exglMb+AcC8r7fChyOOTHBs3pDyQC+puKjBqVxLTd/GVNtnBlP+LH90M9iMKSpGUQL275gqdJCGRKneL201Yu8zi2XqxxSATYwLUGH/9rXt9WnbGF3AvSeRkqkQCTv1KSyT5DKuoXhgrfAI52+1iJhCW9ynpcPSKWbAobjEEWbxYa3XyUqkF5+NzXRZph698+04l6rA22ilx/dv05Ch0m+pUJzWmYTe+ZG/d1N2Gm/SXFKMX3Sd1NpfTbYGPi5G8bjPGf6co8yEaRM3Th49nQ80sLOAUiPhDhcZFCWhtfCrwKXGjXlFBz/eTN1TdnO1SRUhttGZE0AXswN9t3QDhYYkaswEaBopz+TtGMrIM0GI6G2/gLPjB4T32mL0wD9UGMKN3APbC2npfxr/JbzSf5Fsxmv6DuM7vTIsZOhF1v/W795tykllwEx7l/bzWNfMy8J1/6pi4Tz0oz4NeVnZvZ2FlFJKQtQEV/oAXa3jiHJ2/FjuzhcGbMnlC4sSJcv2Q1n4BTkFFpyWHQavU2aJ6NUc1jnDSAwYL3kc7OM/aeEugPXovmbcCkW36aNWIbjUnxfq0Ug+fbUO+ArO5lm0o9Gl1rY/ScIHWueyq3zokjMNZX8tIDs1rzoEnyfsQAokwFZRe+zfwS83i8QQLWKb0IZZlNZVdXOkB4BF41xm/wJBtC27QHlIKC5tQapwFdu5zD/NpsmXPqfiOSU1R+7pASC9ODEMJfRjSxZXyKnwACmtXFRvf92cwxa+nWrtpkR+gwLP7+o3I75zlZPpU0sFEjg9bwDNt2hRsHLMlUEbky30+GMM0MJvpsiSq0aG945MM/FCkTnDkhLqWgvefYrY48cvc2owE/XMH9Aafpl/A/46qUmtTTlsysOX9fk24vuVYG7N02s6sLDQYNwFrRvXWfTHA9Uuyp0LfRh7Vx9h4e7eDO5vqMXoUfiH/nBUKkkAhGS9pS2NCq31ZqFjc64n5xbN8+PP0Gb/nAY9BqZ9vbdEbFkY69DasuC5/Wl3+AZhI76AcDjYPdnSE3lRiwlyrjEJCxzWijzrraQ35SG87nQi24GQwQ/Oz3ZsVE3oNud4q+TGOW96MhZW/fzViJIeXhtqvyoGH1T0v0tYllqWRaYeyhYXJ5GSHE1nC4bMlhIDWEUWtLlgv0Ddz6X3wrHRfJUsZcD8JMVe9kFrTHFgyt1nPu/KI+TQKcFIg7RqV5vVhEUV0fkgk7+rmeDbN3vAcHWjpCwGgMXq3TnE1xdBJJzOYV29dclxTZr7LoMsEh6TFdw57O/S74ZtOsFcgooIodX5o8Hgz4JiVOBCmF22ooDPmhc6RTH6AGxeMLyRVRkkl79vTS4hHQquTqj4CwW0acv9fddOGIcn+gAoGpfLrT0pj0MxKWt25+ydICUgOqJoj9ui/Jt5+B3aHzpE5QvIukKsmffuzcD4gah7CaSpyUSKftD/QO4ReFm96Q4Lscptp8se8NpGjtP5U/tjuaAcreIoQDBQ6Wd4cgMzFGZKiUlIZb5yj1FUJ1IwWr+uL7Ic5WMratYQlIKT0YsFHbR5FV5NaclLRoY59yAj/N01dKf/ZzIzQ/65gGk5+PnR0R8L0IAKWyzrvklA9QE5/A+zz7z3SwulwVO30ix1gH3JOu2R7rm/4MDRkSWuq86L29gYL1giRCHv1T647U9uon525Kyc1wxNmnxrDutYuEEwNKwq35ewsoq9WSEHWUiLkCGzU9do5JhZ467HLNjqMS/WQ8Z/4bPlx3HsNMROl0sDCh44pJOsgjpW2AGltXAgP2PW1xBZB8cmpb+gSLpT6CNY7zAaaZX1mo8dOM+/uiGpHTHXjsrVqT9bZc0CBGmkO6dU3K3WFyuwAaao6xVihbLRXm4P3wub/ywIrSvxxMLnkn+guVUh7fpEqKXdgjnfHXqNXeuWFQHdWQTuwoPgHoVTmlVl5OCxXQPpBNjvYeoJzrnkagyEvmLG+o8fH6huVtb/pP2e830JlQ+eQlJtk0sUZr49cvbuuiULU+JFr7/+7fuKffZ6mIVhFFIxIF08VdctGdU2d+eHhC58CAZiq5wnm7nYIA+ChJTQE2iY6TDyGNP/NVF0E6FkV7L0ynLzoAFOh5wIPJJB+xqCLkWR1cwk8H4+YABT7/so1SR6DRV8peo+e1fUfQ9czQqDUJF4gJM+BlAeBuUCJIz2spkza7EyNHeQaBu/ANoDU9/pzqBGwNRDOE/fMD/PhB3Blv5NMloeHfxt3SmomvukqKKqd7SAdF7hAPQnagioQ0598LfoDFC4OM1aHArUeWb7NOqA9IKY8EmZgiTIYV96fOYetMvt8DoN9n7O8IWGgR0mgSdW33ryQhsPz0ttv9wq+WwwftYn7wOReMykFhwTcTd/d3gveRHboDgeBJtbW+1XAmDQnJ/eGyjgT0xcWkurVxJW721zwx29Q92sYlhtDs4MPY01RFeJQhCYHxQXmStYKs1k7Yu1iW2RFDjpukF57DOrnF8z0oL99nzQJSLB3AewDuy3QNkfMA2bn5DoXtJtKriS90jLGbiVJ51wJ2XpHKHov4yO4uS3g0k5zFEY4aJn+jhpj5wjguHaXCIDHAFvPbdjdLY3SeVc+mQCoLQJ8L5n2vYWWT4pM3IExb70p6h4VqAVYMXBIvhqcdGfWCNhOMCEN6kcb+HrXrBz7s0w3enXOFxFBBUDZNVjQOqbnM+VhyKr362BIvhQyFTp34XpzqoWRqst3AYHdF4Jc8A+w2zp726COG5oHezD9qSyunp7RPF9dXjSJI+KQhl3THfWwqC2+AhFJM35SUHaF4upe1Z7ZJMeUNcPxGKVHtrxx/46EPk/7n1MqhEm/P17IkDVaaSgEJr+cxz/InUeAp5odPYHKfcFjb4AgXfrieMkVYZAOV9H4w60BN6CbGOBEtu3Hz5ssVe3LUM8Jc3fa9mFvjbrRVxdc1ig0xatA+Cm2mgXea56JjCQANuf+PQd4Dw5aY2p61DO33xKk7T0S2GHoxLneqYCQHDDOj3sNbRLVH/wfptNskOliRLEqHBivqZeqldH9+R16I9/ZCfrrd1osXrrimS0YZF9C1aSvx401MWzQ+8Ezw62si8fqTUTPaDbiBWysdyVhZaCxcauSyNZCEfZtvueXwp+IT9nFbuAG0Vxx3omQ1HND3CtfnHd70cWebi7mcNk+BkqRmVCyZqONMxyglxsU1oCtCfyDz+fmsehpI4MfOR5cQ/zV6fm2ToNgZhsgqda2LVJCZjndM2Nhc4juQAqCUGbLqm0AtU/gPoPppHHSzr4X4XS6VxDlWJZ3H+U/WfkAL++Oz438rCkHZ1+Oclkp5/UkMbY4yQ93jbUIg2aqQ0LXDf5zbbnUbTVSg47yxscvn0v5PJtiYYrWOIBUo3cUqyBfI30HMWpTX3wws2XBy5UDCEH2fglvP1Ht+k8G5kwP5HM+R6SH5Z6afbhiwreRxiYRmmYqBvmnVsf7S/dn71qJ/o2MLFVRCNV88KMx4jp9nu3mDNykQ1K7ptnxXUIa1qbVtPQI1uh6uOUVUMMrkMYDNQizk1r5Eh4lFCfThd+QlmeG4Kuqj5ZDPq+xfNeSnh9l7JZMZqX8odYPDujulcFQ/T0JwQgej/MXs6cvNiwIOQbhwm/FK2rd7ZgFPdrppRD3mhPzUzQrPALTwnQE/IkxgmJd+HBbvoW3AtSf0ZDbeR0HCl+leUjkrIvVUjIV+3h2YXFsTVVy1lJloiNCxiyN/wyYl2ezbH/R3LWUD2St5ABc53U8XEK0WyC8mGtd1l33s5bf7h92CL75IRUNBuexARm1mZiV/R5QaQkU5c99gNgTkzV2sS9p668wXVcrEB1Jd3hK+L1cugQNXYI5sFUTeJokeMTDO3gi0jI8wIfAZAn6AqKsL98rGOcdCegwQt/qoqZv/3+H2amnwSa016e94OEk1LDxgfK95bWG5cwtiwVB7PDdiXX7RDO4bMOwL1yhDdjWx89PkdLjr8CdHqtZPzhWsg7x5lYKHF6uu0PVvsfZFsDdxibMpFpvO2WMGZy0kQz2JpPgPdylEjbdPmUB0K/BMCCVB3qOybEVLjHj1j/tT9JYi1AbxpSJarRcd1wrY+QI/iB6Vw86adMs7E4ocCW6A6tsXBiQ4Tv9RGHuhaIkcRMjiuNbea+gVSTVokYIhT8k/pIyoBwYdEb6tAbYhukTwTn/pdw+CDDTjoWwnTyQ4I2P1GjHuCwSLeDnWcataM0VApv/a38iILdcaDDe7XRKh/ocXaLzC1sicJ952RhPtOdQfg1SJ/ej1XJw+RjK0QWXF2vamLW6dcAoel9k332kpHbK4BTdcwLl5AuMsvRit2cBlQjdR3oUTe1IHbfq16geyiT/CuieKCh279Rj8mzuYa/yIpHoHnGMYwL/6tQkxvBiHF9gHpf4SCRGFsD/CSLDvXYnZCJ0xXesGsQFFDJhAVqb1NBPxwV4qbNhfUffpa3gM2aeL4S6TxWBmU7WaiFOcM3f1boz9gLIfvWNVp/IRHi+GijZ/i4YfHDk5KQxjtTePQn83h+u0NVD5QjySAZp1tUekzbtUujCy+tvuIM4X2tYI2PkivmLMMc6qTEkKf4bwhuBQLh6AlX8wOwaeGVAhuXY/o3Jld94ExU/MFUuFeoIv7U+YTpYtNpZKnQ8oq9Cgn2nv4N1+WRFe8rUCwYXacgji0PTUy9evFHlhKJOEEu+XxbTMbO0mNFgdVJXPPnhz4VNl+wmfuCY1L8/XeR5dALDCdfnvgYYyiMm77fMyB2j13+ezKRWYtjYgekx5uFjhDjMmuH0jLNRZ11hjk/nIp0YLbMD05VUOBxR3Pby6OBN05519/DRYgh8kGqpKerggfXCk2oVIN9sJ7NJBc0Q96DbPkTrNGoFPzIlpnSBCTImfXU2QiBQ6X2SiZ2rQeYXXEU3u2lSx907q6d38gLPrcLzQtNnF6dKHiI4JNHmp2vheuQ7rIQvkxmqW7zbnkks6fwGaGI0xFPNug/dxMO9w+zHp6LXJ3kjPuILS+syZscbNPc2jDcsAcDtkGtOcnwJUhbBiFoRGT+q99DinnXzcm1Sqm3bBiI/RxJqUZVsvbryBVVH26jJ+Em+Ob+VX4BN0k8ciHvxWNpFVRHmNXM4u938MrH4JykYQ/xO5pz0Mbx9+Hl1UDkgxzU5j8+kSJfybrwwj2ANytI81Awde5OYeKMdXWt0wMLdswnRtRNm0DVtfq52mW1v700iIioD67QKHB/Z4Ytv0cw8K2z7Av2rQaxQUy1ca3NC9wZMCiPlj4OVaFhSm8yxO4UomYS2tGj6xxq2xhP+deArBg8djTHXyzcODA9WA
Variant 1
DifficultyLevel
575
Question
Eighteen containers weigh 51.3 kilograms.
If each container has the same mass, approximately what would 5 containers weigh?
Worked Solution
|
| = 1851.3 |
| = 2.85 kg |
∴ Weight of 5 containers
|
| = 5 × 2.85 |
| = 14.25 kg |
| ≈ 14 kg |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| object1 | |
| mass1 | |
| object2 | |
| number2 | |
| number3 | |
| mass2 | |
| mass3 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
575
Question
A dozen watermelons weigh 67.8 kilograms.
If each watermelon has the same mass, approximately what would 5 watermelons weigh?
Worked Solution
|
| = 1267.8 |
| = 5.65 kg |
∴ Weight of 5 watermelons
|
| = 5 × 5.65 |
| = 28.25 kg |
| ≈ 28 kg |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| object1 | |
| mass1 | |
| object2 | |
| number2 | |
| number3 | |
| mass2 | |
| mass3 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
575
Question
Twenty-five chairs weigh 105.5 kilograms.
If each chair has the same mass, approximately what would 7 chairs weigh?
Worked Solution
|
| = 25105.5 |
| = 4.22 kg |
∴ Weight of 7 chairs
|
| = 7 × 4.22 |
| = 29.54 kg |
| ≈ 30 kg |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| object1 | |
| mass1 | |
| object2 | |
| number2 | |
| number3 | |
| mass2 | |
| mass3 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
575
Question
Sixteen chaff bags weigh 151.2 kilograms.
If each chaff bag has the same mass, approximately what would 6 chaff bags weigh?
Worked Solution
|
| = 16151.2 |
| = 9.45 kg |
∴ Weight of 6 chaff bags
|
| = 6 × 9.45 |
| = 56.7 kg |
| ≈ 57 kg |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| object1 | |
| mass1 | |
| object2 | |
| number2 | |
| number3 | |
| mass2 | |
| mass3 | |
| correctAnswer | |
Answers