30156
Question
A {{food1}} restaurant chain announces that it will give {{amt1}} to {{charity}} for every {{number1}} {{food2}} it sells in {{month}}.
If it sells {{number2}} {{food2}} in {{month}}, how much will the {{place}} donate to {{charity}}.
Worked Solution
|
|
Donation |
= number1number2× {{amt1}} |
|
= {{number3}} × {{amt1}} |
|
= {{{correctAnswer}}} |
U2FsdGVkX1/u3IwggzaPLV4rYq+l7U1zwMNDXr04DojvPUPBk+6i8RWy7TLPk3+QUlwUKhwZuX1j0pkN36IL/xhjOlHVaD6SAcB/B8ukBJ1U41Fb/SQR1DCjM7pJ2vfaZSWezigbgpER/XvD45Sz5yeNCbX+QvLPcGfVMrT42vl7sSNR4FyJ6mu561CnvxfsLgOnPoK8B2kDop9r0xrxtLeK6FVWg2u4jZH9qqe+z3PvyixDmj1XeeVp3/UdfK6VOYLr4CYc7aytBWqQSsSNfOu7hciZ8bmrlQCYBXpAWrDnMfE7y1lRWD6MA0esYBRYHozg6qvHAkBqLMJFH2BNnkzg76m/k7jEurba2gTCSmP/PY+IP/WdiZeRt+KKCmOEuBVwTT1CMUry+fIU9MBTcewzMILj9ExQi1otOIYlJqh+5nxnzMNtfr7rAyHhMExtGjKeWUPfuauzFHW6KNfWUNB5VvPQNZgRl5fDoB9753L3N84UutrxOBqYcpx2fyTryPTou8LFTGk27wgcRDkkaE43JKDPfr86hZtN9HJDYmf/6k9rgIc/kYad+2bAa4IbLA5zGBkBY1i7L+dP1SXU9knKP0Ku2eUC8y01l50C2Re+WUwRjHu/kYW66eT7a1fAQvdCY/LOUoBm+XHPkA7J3GnyIyd96iaDjzsUI64fIJP1QjJ+hk+VxmeXITo9M5iHUUWzLYCGDYY07+P1i3l67Q4/o4ivNKNGVXS4WKx8PzxwWZHU/TTTOJ8JjX0Zg0cFwAy2xHCKlRdB2g6rJdSNITogjtoO+vvrIhmuGipzLYbouw83rKV0GI0WuIkL8u1Yd8fBJ5G2IFsCrCtQZL5JQf5kOJ26dSp3JD+dqO4BpHad0ywLysV9SxbQFas5lHr2YjwtXiDgITSWbyZwDl6z8eftg+jyXUEhqNG3nvIXLoFtgwQe+AkDHWYMM/PeLLyD4lsisuG3LYYoq7ipqJsnllBrdU5mKxZYMpXRjeu6L+rg2vscmBYkc1tIPappt45s6/LMMlUaQv9VOZ98phOZ6XkRJvK/9/z/GBhDQhLgJyJO++3YxwTRbgx78bO5fVdhHxMeHTljx18+GaxcR3ejllHW9kSVi9IJPPFwbg4eI6pBmXKz5X4M1Q3OU3pgAHmszlTb/IuNScP4KSnAx6N9oyoBSDadgbIv+9nQ3aeTaTDYHMV9I6nV0CeWcMrCRgkDx69qB1isSzplDjYxg4THuZYXYsMrRRF3wXL+8njhy52+R5Zw+42iMOUfUMyMvyceaO19guLIUKX3CbtcFt2Fnys/z/0GScYmspVRPQeKxGwHDBU7lWggo1txigbrVrrNe+woN+PH0kd0XkLQKAXtLtPLxmPjIE//XhuSSw+WYFDc9AKwZlu38kk3Uea7NRtVZw0tDBUtPggZOsKqx0s5gCRMymnQz8DdeMNomkKGW9mEnsG6fSBH1FqZFaWiessoSq+L+AVZ07qYlvcbJXGZp0eAkGoIvpt+JRYtjbDNWzqEjzx4+5ib2x6ogOwM91kf/oaR7CSFEso+U3c04e6Pff68qU0aqCxOFWx7Et+4LEUpgYTgamT19rgvIg0dOZ+T1jks4Y//9J1LNyOYl6CVv2zNPa0KIjndWaQdlXkJpEA+eHJUmr/563WOw2irodqK6oIbyhyyyKY9R+PmbkiH0OgM9TtY5kSky+N14U24Z4WUOqR5WXqP1nSmQd0U9ol06mhJSBYRzs4DdY75qGXJnb0+w3wsDjd1MfdqsXtIGjsMXsuj9O40/U7noXiV5VYeTM/sxLx6HWauDyN1WG/lBviv7M+uGQn1qWGdFoTH4AZDs+RDFrjt81z/Nhpu/Ri+lGSs3CG4MV20NSZMgSZmKoq8k08gEX9puBIu/j0se6FUQtVriww83MW+XV9KH90BRXi/DoHOh7XArmddeVoYOG9D/tikMLKRG3/vukZVQN1UnJPmR2BFyRLgK3qASF/6dCRI7ni+EmCUs+cMWsaOdyD3mANDmlHSca4Z/QMLG38Gn2xYkwsqx633Nagmvf3fK58st5S+wDyxqEjwjhaHn/VyRWY6gp7TETkmdWQ/8qLlH7CvCRXPlLiNSRNOo7xtHuDnW3LJnzbQRqf873VPzhNP0RBkTioOyqFnUR9XtE7uaxpt6Q4yJhBG6tnKRd0uTIBLVl5G0y6lOTBvnlZZJAZRLAJ+FDZHmb6WppZ2pn1w4U6I/z1fY8S+R9wC0Nax7+8qd7kyBPpE4z06NVnOB/ouzFTF7ThUrIBKJiQtH5obMNoTqVXjvjH9Sdmv7BEkQGJS579HZ+R09NtouRz+Qw2RSg9CSL8U+Y7cAOcE0Ox6kIeZPCxKiYanYd9pasFlm0cyuKuQxMzwK/gKT5Wq/qk+rnCpX8hJB4ZAvxOD3c60hoQtJwsqIl5QO8m8hmIleQQ3kMrsGqZH7jPUXfMAoAgnHcNPZJOJqjB4La7Hov7MM5RYGz1swaPqocidMJn5avLDvJ/AW697tAlMF6AGd0YCZnoYpM5K5LmASvAIVyTLUq/GLz3uLVkQKRmHan+8BG1/DSG1kTAlKB/yNcNudVnlhNglWreHywWYYi9tk+XQZSVfd0t1LSNjsyX88TzTIUsd73Jq4TFANdOn2AYBMUMowB1IQFSTdWighln9RZaKsW6AxUJQZ1fEqrXg1KSIJxCtmS0BK2ZBWvFmFfMeG9eZ1+/3RgvENgXsTJvgm4uNGu2e0Sg3WzYfN4AbUgYBaMopoGmYN5EOIvrWfRnDJxCA1AN/fY39p7N5S9lvhaJeLQFU3wuzkglko5jdQpeqNcrvU7zLfmnDJiChu83aL+/r2gz0cFMYHFwDOLWQe8xOFJ2se7/LqaFnC/Kt8b1Gz1foiHNpEqbzYdGNGaibxLPFjRD8R6yfaUtfHrEYzCSGyWv04YWv8kzvky+P455adZPwdkudt7U6YLNRIGq/sKIj7jexzXcwlZXQdsCeMCmkV8uoITU1NGXYieCiwD8kmGM6U0NI53SA435zupxTmX04aXP5c+1yaFPDyFJ3KEBSnhY9PThxh6cdOVNUwQjcSdTvZDfR9O/S8cU1Xe+SQWE2zPJ4gx3eo6TO5yrbF09XCMYooc1ccxnwlFFE8Ke/JMSqmy4e3hBncmUj7v/7PzrGOXotqWF2XbQa0ayNusnX4gdnAFjZSiUuI3v7JChQ7FnKF70KqNqqmi6CMbXLF2BDdc4uhl1grAZBCo4CkTzL0pJsF9XcDzKeqSyMKTCmhqnBo2XnZhEWGZnNR+yhDV85JpvNg7CKFsXk5emha8o60KQm1fuOQN1fAMISdIImEugl9S41U072aynuwBaem7bA1JRbMQsL0B4i0Sqt1gktmewDxBMmkAkTAvS53uEpsI9GQbf+rCipUWmYEUIR+4w7Fp3mXc+pSdv8pzcUkVJmrw6RZi9DNvYlYV2wT57N7NkUHzrZTUZTge7df3q0PLFY2J6JsgIN8fddl2+8a3RVq6rxaPvCOkcmJZNxIybr5zbLFXi3ZkGTvn0GsOX4ZgbpbgDqyI5hxIDwOgLFrcHOIpzcDmfWVLPEV/BOxFJDD87Y2Nkfiv87QCRWLaXCsNx5pEYYGbdp6NWr/gCe5WN+9wKvJSeEzcg7oE6xWp4i6j0v/pn/8JxQSeZF6H08xB9wcInpyK7bf4X7y5GLSEibeTMrCGodlPwbm4pjsTtLlOb5cJbYyDbtRIkJV9ZcfoLwIIZEX4LUHU9ltdh9hbbgmXD/gs4T14yWbDVQb1WA+970i6WyyuaJVxJlTj39wXTrpUzOASLkRy4NDGHQoVuv1gXeROfBuxkZAcGPyzm4g/CkM0cTbnpmK7SIeyiH0tFn5FaA86UElE+FFWWpT6l1+raz8VZidLT6tMYQXLWAjgubn1bHhOcYSfwygxoNTV7Zbe9Xne7vxRJGGYqUbeIhj1KSrkC7xaP4EWdICh04bsiQI/CzMgxSL1AyPxB+Udwd5yZ5QgyIE5SgZV+Q+i/YgcEbdY+5wlc/rybuQy2ehrqbLOqFdalrRm10Xhd9nxMjaN1miRk/RdVrWcFaHFd2T8kqx8mhWUBhPHi5phVWI/QuHGVa11lrydDNg8ktf9OUoTr15pqBtbnASM/AjxreeIlYzeQOnXEpFsFy8UmZj2BxH4D7pEMT0d+yVpOlA47kn/NTgXJpw2E4AQHCaHFrRPzA/lzHoGG+/kc09v1MBSe52TT5nrzf0yHoSvFbS/tjs18puXk3mWyQXJTQ4Tt5EMCJP1lvqJAgged5U63nVSh91y/n9ORlGw+ACWWfEdZJRbhoojVhISpYMtU4brs=
Variant 0
DifficultyLevel
589
Question
A hamburger restaurant chain announces that it will give $1 to the Melanoma Foundation for every 30 hamburgers it sells in October.
If it sells 12 000 hamburgers in October, how much will the hamburger chain donate to the Melanoma Foundation.
Worked Solution
|
|
Donation |
= 3012000× $1 |
|
= 400 × $1 |
|
= $400 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
amt1 | |
charity | |
number1 | |
food2 | |
month | |
number2 | |
place | |
number3 | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
589
Question
A Mexican restaurant chain announces that it will give $0.50 to cancer research for every 10 tacos it sells in July.
If it sells 9000 tacos in July, how much will the restaurant chain donate to cancer research.
Worked Solution
|
|
Donation |
= 109000× $0.50 |
|
= 900 × $0.50 |
|
= $450 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
amt1 | |
charity | |
number1 | |
food2 | |
month | |
number2 | |
place | |
number3 | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
589
Question
A hamburger restaurant chain announces that it will give $5 to vaccine research for every 20 hamburgers it sells in February.
If it sells 6000 hamburgers in February, how much will the hamburger chain donate to vaccine research.
Worked Solution
|
|
Donation |
= 206000× $5 |
|
= 300 × $5 |
|
= $1500 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
amt1 | |
charity | |
number1 | |
food2 | |
month | |
number2 | |
place | |
number3 | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
589
Question
A pizza restaurant chain announces that it will give $2 to the Kidney Foundation for every 10 pizzas it sells in January.
If it sells 5000 pizzas in January, how much will the pizza chain donate to the Kidney Foundation.
Worked Solution
|
|
Donation |
= 105000× $2 |
|
= 500 × $2 |
|
= $1000 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
amt1 | |
charity | |
number1 | |
food2 | |
month | |
number2 | |
place | |
number3 | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
589
Question
A pizza restaurant chain announces that it will give $10 to the Mark Hughes Foundation for every 25 pizzas it sells in April.
If it sells 5000 pizzas in April, how much will the pizza chain donate to the Mark Hughes Foundation.
Worked Solution
|
|
Donation |
= 255000× $10 |
|
= 200 × $10 |
|
= $2000 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
food1 | |
amt1 | |
charity | the Mark Hughes Foundation |
number1 | |
food2 | |
month | |
number2 | |
place | |
number3 | |
correctAnswer | |
Answers