20226
Question
Pamela looks at the price of four sunscreens.
Which sunscreen is the cheapest per litre?
Worked Solution
Calculate the price per mL of each option:
Sun = 12001090 = 0.91 c/mL
{{{correctAnswer}}} = 600540 = 0.9 c/mL
Block = 500475 = 0.95 c/mL
Wet = 750740 = 0.99 c/mL
∴ {{{correctAnswer}}} sunscreen is the cheapest per litre.
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
Variant 0
DifficultyLevel
659
Question
Pamela looks at the price of four sunscreens.
Which sunscreen is the cheapest per litre?
Worked Solution
Calculate the price per mL of each option:
Sun = 12001090 = 0.91 c/mL
Sport sunscreen = 600540 = 0.9 c/mL
Block = 500475 = 0.95 c/mL
Wet = 750740 = 0.99 c/mL
∴ Sport sunscreen sunscreen is the cheapest per litre.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers