50171
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
Variant 0
DifficultyLevel
600
Question
Pasta is sold in bags of 3 sizes: small, medium, and large.
A medium bag of pasta costs $3.25 more than a small bag.
A large bag of pasta costs $4.75 more than a small bag.
Which equation correctly states the cost of a medium bag of pasta?
Worked Solution
The extra cost of a large pasta over a medium pasta
∴ cost of a medium pasta = cost of a large pasta – $1.50
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Pasta is sold in bags of 3 sizes: small, medium, and large.
A medium bag of pasta costs \$3.25 more than a small bag.
A large bag of pasta costs \$4.75 more than a small bag.
Which equation correctly states the cost of a medium bag of pasta? |
| workedSolution | sm_nogap The extra cost of a large pasta over a medium pasta
>>| |
| ----------------------- |
|= 4.75 $-$ 3.25|
|= $1.50 |
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | cost of a medium pasta = cost of a large pasta – \$1.50 |
Answers
| Is Correct? | Answer |
| ✓ | cost of a medium pasta = cost of a large pasta – $1.50 |
| x | cost of a medium pasta = cost of a large pasta – $3.25 |
| x | cost of a medium pasta = cost of a large pasta – $4.75 |
| x | cost of a medium pasta = cost of a large pasta – $8 |
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
Variant 1
DifficultyLevel
602
Question
Olive oil is sold in bottles of 3 sizes: small, medium, and large.
A medium bottle of olive oil costs $2.50 more than a small bottle.
A large bottle of olive oil costs $5.10 more than a small bottle.
Which equation correctly states the cost of a medium bottle of olive oil?
Worked Solution
The extra cost of a large bottle over a medium bottle
∴ cost of a medium olive oil = cost of a large olive oil – $2.60
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Olive oil is sold in bottles of 3 sizes: small, medium, and large.
A medium bottle of olive oil costs \$2.50 more than a small bottle.
A large bottle of olive oil costs \$5.10 more than a small bottle.
Which equation correctly states the cost of a medium bottle of olive oil? |
| workedSolution | sm_nogap The extra cost of a large bottle over a medium bottle
>>| |
| ----------------------- |
|= 5.10 $-$ 2.50|
|= $2.60 |
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | cost of a medium olive oil = cost of a large olive oil – \$2.60 |
Answers
| Is Correct? | Answer |
| x | cost of a medium olive oil = cost of a large olive oil – $2.50 |
| ✓ | cost of a medium olive oil = cost of a large olive oil – $2.60 |
| x | cost of a medium olive oil = cost of a large olive oil – $5.10 |
| x | cost of a medium olive oil = cost of a large olive oil – $7.60 |
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
Variant 2
DifficultyLevel
604
Question
Engine oil is sold in containers of 3 sizes: small, medium, and large.
A medium container of engine oil costs $8.40 more than a small container.
A large container of engine oil costs $15.60 more than a small container.
Which equation correctly states the cost of a medium container of engine oil?
Worked Solution
The extra cost of a large container over a medium container
∴ cost of a medium engine oil = cost of a large engine oil – $7.20
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Engine oil is sold in containers of 3 sizes: small, medium, and large.
A medium container of engine oil costs \$8.40 more than a small container.
A large container of engine oil costs \$15.60 more than a small container.
Which equation correctly states the cost of a medium container of engine oil? |
| workedSolution | sm_nogap The extra cost of a large container over a medium container
>>| |
| ----------------------- |
|= 15.60 $-$ 8.40|
|= $7.20 |
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | cost of a medium engine oil = cost of a large engine oil – \$7.20 |
Answers
| Is Correct? | Answer |
| ✓ | cost of a medium engine oil = cost of a large engine oil – $7.20 |
| x | cost of a medium engine oil = cost of a large engine oil – $8.40 |
| x | cost of a medium engine oil = cost of a large engine oil – $15.60 |
| x | cost of a medium engine oil = cost of a large engine oil – $24.00 |
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
Variant 3
DifficultyLevel
605
Question
Breakfast cereal is sold in boxes of 3 sizes: small, medium, and large.
A medium box of breakfast cereal costs $2.05 more than a small box.
A large box of breakfast cereal costs $4.30 more than a small box.
Which equation correctly states the cost of a medium box of breakfast cereal?
Worked Solution
The extra cost of a large box over a medium box
∴ cost of a medium breakfast cereal = cost of a large breakfast cereal – $2.25
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Breakfast cereal is sold in boxes of 3 sizes: small, medium, and large.
A medium box of breakfast cereal costs \$2.05 more than a small box.
A large box of breakfast cereal costs \$4.30 more than a small box.
Which equation correctly states the cost of a medium box of breakfast cereal? |
| workedSolution | sm_nogap The extra cost of a large box over a medium box
>>| |
| ----------------------- |
|= 4.30 $-$ 2.05|
|= $2.25 |
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | cost of a medium breakfast cereal = cost of a large breakfast cereal – \$2.25 |
Answers
| Is Correct? | Answer |
| x | cost of a medium breakfast cereal = cost of a large breakfast cereal – $6.35 |
| x | cost of a medium breakfast cereal = cost of a large breakfast cereal – $4.30 |
| x | cost of a medium breakfast cereal = cost of a large breakfast cereal – $2.05 |
| ✓ | cost of a medium breakfast cereal = cost of a large breakfast cereal – $2.25 |
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
Variant 4
DifficultyLevel
606
Question
Concert tickets are sold in 3 price categories: standard, premium, and VIP.
A premium concert ticket costs $45 more than a standard ticket.
A VIP concert ticket costs $105 more than a standard ticket.
Which equation correctly states the cost of a premium concert ticket?
Worked Solution
The extra cost of a VIP ticket over a Premium ticket
∴ cost of a premium concert ticket = cost of a VIP concert ticket – $60.00
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Concert tickets are sold in 3 price categories: standard, premium, and VIP.
A premium concert ticket costs $45 more than a standard ticket.
A VIP concert ticket costs $105 more than a standard ticket.
Which equation correctly states the cost of a premium concert ticket? |
| workedSolution | sm_nogap The extra cost of a VIP ticket over a Premium ticket
>>| |
| ----------------------- |
|= 105 $-$ 45|
|= $60 |
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | cost of a premium concert ticket = cost of a VIP concert ticket – \$60.00 |
Answers
| Is Correct? | Answer |
| x | cost of a premium concert ticket = cost of a VIP concert ticket – $150.00 |
| x | cost of a premium concert ticket = cost of a VIP concert ticket – $105.00 |
| ✓ | cost of a premium concert ticket = cost of a VIP concert ticket – $60.00 |
| x | cost of a premium concert ticket = cost of a VIP concert ticket – $45.00 |
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
Variant 5
DifficultyLevel
607
Question
Pizzas are sold in 3 sizes: Extra Large, Family, and Regular.
A family pizza costs $3.50 more than a regular pizza.
An extra large pizza costs $4.90 more than a regular pizza.
Which equation correctly states the cost of a family pizza?
Worked Solution
The extra cost of an Extra Large pizza over a Family Pizza
∴ cost of a family pizza = cost of an extra large pizza – $1.40
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Pizzas are sold in 3 sizes: Extra Large, Family, and Regular.
A family pizza costs \$3.50 more than a regular pizza.
An extra large pizza costs \$4.90 more than a regular pizza.
Which equation correctly states the cost of a family pizza? |
| workedSolution | sm_nogap The extra cost of an Extra Large pizza over a Family Pizza
>>| |
| ----------------------- |
|= 4.90 $-$ 3.50|
|= $1.40 |
$\therefore$ {{{correctAnswer}}} |
| correctAnswer | cost of a family pizza = cost of an extra large pizza – \$1.40 |
Answers
| Is Correct? | Answer |
| x | cost of a family pizza = cost of an extra large pizza – $8.40 |
| x | cost of a family pizza = cost of an extra large pizza – $4.90 |
| x | cost of a family pizza = cost of an extra large pizza – $3.50 |
| ✓ | cost of a family pizza = cost of an extra large pizza – $1.40 |