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 |