20050
Question
{{name}} buys a {{item}} that normally costs ${{cost}}.
If it is reduced by {{percentage}} when on sale, how much does {{name}} save?
Worked Solution
|
= {{percentage}} × {{cost}} |
= {{fraction}} × {{cost}} |
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
574
Question
Belinda buys a dress that normally costs $30.
If it is reduced by 20% when on sale, how much does Belinda save?
Worked Solution
|
= 20% × 30 |
= 51 × 30 |
= $6 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
item | |
cost | |
percentage | |
fraction | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
574
Question
Beth buys a frying pan that normally costs $24.
If it is reduced by 25% when on sale, how much does Beth save?
Worked Solution
|
= 25% × 24 |
= 41 × 24 |
= $6 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
item | |
cost | |
percentage | |
fraction | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
574
Question
Megan buys a jigsaw puzzle that normally costs $35.
If it is reduced by 20% when on sale, how much does Megan save?
Worked Solution
|
= 20% × 35 |
= 51 × 35 |
= $7 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
item | |
cost | |
percentage | |
fraction | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
574
Question
Richard buys a bike pump that normally costs $40.
If it is reduced by 25% when on sale, how much does Richard save?
Worked Solution
|
= 25% × 40 |
= 41 × 40 |
= $10 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
item | |
cost | |
percentage | |
fraction | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
574
Question
Vinny buys a pingpong racket that normally costs $28.
If it is reduced by 25% when on sale, how much does Vinny save?
Worked Solution
|
= 25% × 28 |
= 41 × 28 |
= $7 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
name | |
item | |
cost | |
percentage | |
fraction | |
correctAnswer | |
Answers