20359
Question
{{person}} {{verb}} that is available in four different sizes at the {{place}}.
Which of the following is the best buy?
Worked Solution
Convert all to a cost per 1 litre:
{{working}}
∴ {{{correctAnswer}}} is the best buy.
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
Variant 0
DifficultyLevel
590
Question
Fabio has released a new cologne that is available in four different sizes at the chemist.
Which of the following is the best buy?
Worked Solution
Convert all to a cost per 1 litre:
100 mL for $5.20 ⇒ $52/L
200 mL for $11.00 ⇒ $55/L
500 mL for $29.00 ⇒ $58/L
1 L for $54.50
∴ 100 mL for $5.20 is the best buy.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| verb | has released a new cologne |
| place | |
| working | 100 mL for \$5.20 $\rArr$ \$52/L
200 mL for \$11.00 $\rArr$ \$55/L
500 mL for \$29.00 $\rArr$ \$58/L
1 L for \$54.50 |
| correctAnswer | |
Answers
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Variant 1
DifficultyLevel
590
Question
Dove has released a new hand sanitiser that is available in four different sizes at the chemist.
Which of the following is the best buy?
Worked Solution
Convert all to a cost per 1 litre:
100 mL for $1.65 ⇒ $16.50/L
200 mL for $3.00 ⇒ $15.00/L
250 mL for $4.00 ⇒ $16.00/L
1 L for $16.20
∴ 200 mL for $3.00 is the best buy.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| verb | has released a new hand sanitiser |
| place | |
| working | 100 mL for \$1.65 $\rArr$ \$16.50/L
200 mL for \$3.00 $\rArr$ \$15.00/L
250 mL for \$4.00 $\rArr$ \$16.00/L
1 L for \$16.20 |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
590
Question
Palmolive has released a new liquid soap that is available in four different sizes at the supermarket.
Which of the following is the best buy?
Worked Solution
Convert all to a cost per 1 litre:
200 mL for $1.80 ⇒ $9.00/L
250 mL for $2.00 ⇒ $8.00/L
500 mL for $3.90 ⇒ $7.80/L
1 L for $7.50
∴ 1 L for $7.50 is the best buy.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| verb | has released a new liquid soap |
| place | |
| working | 200 mL for \$1.80 $\rArr$ \$9.00/L
250 mL for \$2.00 $\rArr$ \$8.00/L
500 mL for \$3.90 $\rArr$ \$7.80/L
1 L for \$7.50 |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
590
Question
Ronaldo has released a new shampoo that is available in four different sizes at the supermarket.
Which of the following is the best buy?
Worked Solution
Convert all to a cost per 1 litre:
100 mL for $1.05 ⇒ $10.50/L
250 mL for $2.40 ⇒ $9.60/L
500 mL for $5.50 ⇒ $11.00/L
1 L for $10.40
∴ 250 mL for $2.40 is the best buy.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| verb | has released a new shampoo |
| place | |
| working |
100 mL for \$1.05 $\rArr$ \$10.50/L
250 mL for \$2.40 $\rArr$ \$9.60/L
500 mL for \$5.50 $\rArr$ \$11.00/L
1 L for \$10.40 |
| correctAnswer | |
Answers
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Variant 4
DifficultyLevel
590
Question
Woof Dog has released a new dog shampoo that is available in four different sizes at the pet store.
Which of the following is the best buy?
Worked Solution
Convert all to a cost per 1 litre:
100 mL for $0.90 ⇒ $9.00/L
250 mL for $2.50 ⇒ $10.00/L
500 mL for $5.10 ⇒ $10.20/L
1 L for $9.50
∴ 100 mL for $0.90 is the best buy.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| verb | has released a new dog shampoo |
| place | |
| working |
100 mL for \$0.90 $\rArr$ \$9.00/L
250 mL for \$2.50 $\rArr$ \$10.00/L
500 mL for \$5.10 $\rArr$ \$10.20/L
1 L for \$9.50 |
| correctAnswer | |
Answers