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}}} |
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
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
U2FsdGVkX1/gixIk7nhBq7CtuTL8dQ/hjWPyQDcrrHbhOXqSPyY+uoB3msBi14559rhLvhXz4iC5B0VnwwLhR4q6YjjwS8PFKIfnuj7VDtAIEzOWfkAOB6FCE+g1wIT0tQZPTrm6etXM5cc00RSqukxi/vWLy6kTRNmzQAccHan7Uxn3CuIq1yyF/00rTgkiygToImF0+GD4RVcU0QoLC0jTqK1rnlnpUKjW3CfDhbE5q1G/224oSlsfQ6J/ltV3+RLbL2HrKxKIgZLJc0Cxzb5llSlIFIJFqQmm24fLqQih39vco0Rdz5HE/9g7JuI96aM2jxNXrrlbwLxPG052238dKuZqyN901aO5FNWA5LXQ6rSYIpJWfpOsOsUMlpXwsEBSY5InygKOEeOQUvDrrtzjCv8CeTvlMOjJXOJ/dEiOHoMTM+ScOwXwLoJJ6ICeltCTYY3VAd4YFPs/TTj/dCpstMmXnVfEHWlvDN4ExhcFXGvl9QBDfLfkdbLnIdJLsg6tbH9o0SerokFEYodHuGID83wVOyewwXvNbXzLmPqAYNYuS6fBXcavlLD8EaNAVbQDF73TapyQEUdHm8mMfWXcS5qIJbYYRjjEoGVbOXZQ+aYlN9mGg9+6gJmqol7ZFBwbJWXvYYGgfxqa4ntqaRmu81Mlc4f3bw/31vO9Vzt5v/pwHMgYKBNC6xC6LWwAuXGJSb+SzZgcgXrVNt4JQjPZl+t4WcO3AjbNIU3zA2w+9GWWVhSSy/41XaNmI2V3EHQTqmL2BgfS2HKX/u3LFs7VD11RZwtbDCZjTp/Kwwm5+nubR10FXrI1zs/c1zYN36B5YfBzUvpJNfxKs4pva6GAPsQRwcdL6JeKvo9p5tD8B4X7oPqrR0trCuyrHpyiyXPKoZR4Z1QTYVdxeXJToWiULdVSu20EOALMjAGjNBBRlWEBxMwntNi1erBptihO7bj9CBoyONp/1Md2S/iS0gGg/E/mYk8eIYgwQ3yLf3zC8fEJ95KlTMKkXxNQA0ohcyByYgvZDRdt5r7iACVsXRGQDVGR2OXpYm8a2YCM1tGmoFcS/5xk/eSTu2oYiQzSu5veemc12sFxNsfywxFQposMZieC5j+aKEi68ldJFHxW8favO3jQcvKV04k81c7xBZkU5WMMzvnMVxf9qVSgsRhYEcOw3WInNQIoWMKzXTApp3tv7xjJ7EhfBYBxKiP6h9jJEAYTChL6w++gHJTzE8ipTMyy47IJ/pRFsuQ+NRRwmpTbY8so7CnG00bIc291KB1N/4liEWp4kxVLc10fbeU2sZbW70/Lkt46rDHYlMPaE8pi0BqOWIPIg+I8LNZBBlBPOJg3Ms5CSYlT+nGoyoGFiGo4ELLYSAVW4Wzi5ZLNd7DdeIZM442ouLh30HV4V/o8jNGfVR9NOj2lePvSX2i1f4lyBRHf/w7vmmlbo/UxL31Qm/nrA7DEPy3j1YQahJ8Srgl20fsdX2i4m9IJDBX3bNn+nEzeIt4uCh29SYKFF2yIs/g941rAmBGiQNc2/vOJL/5QoRdaq3G8DFDqYriU8r5fiJg3VVVy7KYXg6TufVrTXO2u4iw4BSHESwB2GOf4rIhOGOTLwazUKldU0I56JYQRxlpEyh3Qilce3n3+ejM8iOOHlPqyzb6osTOKMoPUqjrPw929zp/E2YUWpLMenUPSwYIQuM/72rUhTg9aav+qbkHkJ1+lyEQfpNLI7oOZisHaetOoSPw9Fmgl2l7VrVgar4Bw65xSkHLfdjhxNd2/m+qvy4Xa/KYAAor3cQguqM2JqqG+KR2xec6rC+il6KGklHbIl/TmNZ8tIMaGPAn3cLIeabagX5oEh1lhWi0kuKCQ9zSweNo9+2HoIKbTM2gDrTsCw+JZbxM5jUl+6TbltdBL13Y23qkpH0D6kxB9p+nouXGVJv8SHtTomwjHTJpi9NeUVB+qYNmK53l2InI5jTTOjn4L/pBzl3giCF6ot72Vrkxsz8TdZIt3t3NOVMecfEmWOGuRaaP7syg3lw+3oJ6QybbOqDRVK0k7hTTWIzVPor7UxsD73A3ucMDjxolHL7PG37dkaqjEAQJ2sPLkoFPSSh7gVil9Ho0/345z0nsdy0AnU3ct7bAmVrbGqsg0kBQsbCABXENnXo9OHuE7IGEOn48WKZGW0eCjXcKL6FWst3mTHs8Wh50PSYFFFVNEo4jtSugswPiQaIXf44KQY+5cmDvQrX6M6RTiOzQe29VrH1wihAc8fVou1i2JZkYk4Euar73kP9cG5vJV8R347bffHb5k6G+9muQASotNbqNTG5xmrMVsSa19OTRH5jwhjvk3XhFuJOlfRZoV2RF3E7Lj9TJF5LUYZxKNAY39kfDg7yi/1fdqt7eESyn5ZXHE5V7yRb9+THv4Wm/+AZURZQeU+z0beyETbWgJMXjyRujPB8UP1t3wYSWyQozIIXHEtwis12EkeWZrHALo475Rt9iQJrUMIDUf7/5MrHusHuahzXW6mt8dAiqHXZ5hT9FYA8zR0xy/lAx39eqzPOK6gwD3NlU6bt1TGPwUeg12Z64AWlduH33U+F0evvNUm3eGDhBveKrFjsbiGcblMEFkFXddbY6rRMFUwAsGMXefufwZVbsB9BFhhGjRiKjxJ5wE68y7vnttvaNxvjd64y5Bs69sZ3doC1ugIbrz6K1VuJ7N5fV9gMo/rbY2ekJxWlW01zStX/y2zil0cfMwBU1wwARCUj2iHSHLDCBVP8n+sDDgC6p5L22WXN/LfIrE5Vvnae9DUi9pL5b6+MvOxYjN8Obg842UXPeF9SxXCe/w3ofqbuYqphyrUnaPi8LE6mqPBOwHZ+rFxSLipJ1G71VxWaDjohF44rHaHbq87qRXnrTq+21ToH5TB4v1rDIcVcqX+zqpjAeWSMWOjBE/REMat7z6FV6bLoVZCUUAi+tMcEjB+4AwqvzcPiRWg2LOkFfQqFVk8lGDmRoETyI1ZDdQq+fCDIUu5HQyAJyfpoaJzkbg8EhHzX3uvOTJN47So2ZWC/0X6to85F3lrlXpsfbgyQ6PTakNABMWoU0OWR80wkjfOA0oot26D7GbUW3SO0+CLXAJ2ARw6sWHJqSLcA07l9kKpgWFwsblxbtWQXjaQFn9sXeomRFPOM5T2DzF++2gzxdYbAw1rrZJwXNPhOKm+Be74xSjcWAKHcwPzVas1umnknSOJlUgihjkizZ/CB2/DA9c4arh64UhmG+9XegaOnsx+NJ5+3b3qxJWxkKfXcEUMISiCd6g7Ck9Wlh5G9CLgfGET/F7QCxudQAIsZTo7yeuDLta4jmDrzsDyZgObiIOZ8jL41PIiuNzBM91G7pcKMQdjtfuIkqKj2pZkNw3pZaLiVPNzPxowHJWKnSXRiSh+JDM0r9zdSIsiv0umyfEIcUfGlsqg8EwtNkJg8uS4bOQ213aWbesnjInZFhPrBsa2WlVF9tZxh4XwYVPxw7A1dA4u3fp0QQc5+aY2yzS41qObWfDTZSOyMVwrAQ+kVbSmA/SSoACHfuxMJlQN4xb3SoGmeC8KoZfopAbR8/R3xQufJMIMFmTRagzRMGAoG0I5FsDQepfDaL6kJz2Z/rf0+5ojrJjLCk1V5h+4XKdKetkaCcUAXRVpiBvk7vIJ+pbz4EcOtnOAMrSHNWmOcaH4J3ze2lcrAEeGenYHYxPz7jZ4ozbGEFMSEmpSTXLwaEd5FFedJ9TDFe1sD8IhmOO+vqlP+59LAYkpV7D+hxy/BM/I4jmMTkPFXcItZF/wL4lqutDhRo/+9qzn3RqysLUgohD7giraaAb2nEmqOWZjY8ncdUJDf4ehlMFaW4ndDZSR/vaPrPtVvb0NQ5AzJfNu9mFau4L4CYkfBGney1dR7KuVdcjVlX/hv5VQLT+JT9/1VwxRkNqraJu2KkMZEEtWrSKEIgyPQ68gmuOpfpj3azuauFC3OR+DHOktzAEdL4WuCS0ucOvM/PtOC7ccCP3HYaobClNWEOdgkLlWOzURiJRtq5KoKzDYachyjrKHAUoQD+1aqmCePRrjOmBzRzpmqrWdF4jpY9Wpkp0vespamj+cXR3Uglt6mW32ELfgNQJwwNp+nlzPSD05yxa3BOhEE4WxuWKHNysBwCb6lI+rHEy7++k6RNAHIBxADoP9j6zKDecxH2Jodu033Aqj4lB+lIJ9X6r3G//MhUOZtjpagqEFNHXJRyl7karMX8qVg+IynLo1kdF71+eDOtsjI3xo4YMgneXNAvAsxE=
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