Number, NAPX-J4-CA26 SA
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
Variant 0
DifficultyLevel
717
Question
A candle maker increases the price of a candle from $20 to $25.
What is the percentage increase in his price?
Worked Solution
Price increase = 25 − 20 = $5
|
|
| ∴ Percentage increase |
= 205 × 100 |
|
= 0.25 × 100 |
|
= 25% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A candle maker increases the price of a candle from $20 to $25.
What is the percentage increase in his price?
|
| workedSolution | sm_nogap Price increase = 25 $−$ 20 = $5
| | |
| --------------------- | -------------- |
| $\therefore$ Percentage increase | \= $\dfrac{5}{20}$ × 100 |
| | \= 0.25 × 100 |
|| \= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 25 | |
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
Variant 1
DifficultyLevel
719
Question
The price of a new car increases from $40 000 to $45 000.
What is the percentage increase in the price?
Worked Solution
Price increase = 45 000 − 40 000 = $5 000
|
|
| ∴ Percentage increase |
= 400005000 × 100 |
|
= 0.125 × 100 |
|
= 12.5% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | The price of a new car increases from $40 000 to $45 000.
What is the percentage increase in the price? |
| workedSolution | sm_nogap Price increase = 45 000 $−$ 40 000 = $5 000
| | |
| --------------------- | -------------- |
| $\therefore$ Percentage increase | \= $\dfrac{5000}{40000}$ × 100 |
| | \= 0.125 × 100 |
|| \= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 12.5 | |
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
Variant 2
DifficultyLevel
715
Question
A coffee shop increases the price of a caramel latte from $4.80 to $6.00.
What is the percentage increase in the price?
Worked Solution
Price increase = 6 − 4.80 = $1.20
|
|
| ∴ Percentage increase |
= 4.81.2 × 100 |
|
= 0.25 × 100 |
|
= 25% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A coffee shop increases the price of a caramel latte from $4.80 to $6.00.
What is the percentage increase in the price?
|
| workedSolution | sm_nogap Price increase = 6 $−$ 4.80 = $1.20
| | |
| --------------------- | -------------- |
| $\therefore$ Percentage increase | \= $\dfrac{1.2}{4.8}$ × 100 |
| | \= 0.25 × 100 |
|| \= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 25 | |
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Variant 3
DifficultyLevel
721
Question
A clothing store increases the price of a pair of jeans from $85 to $93.50.
What is the percentage increase in the price?
Worked Solution
Price increase = 93.50 − 85.00 = $8.50
|
|
| ∴ Percentage increase |
= 858.5 × 100 |
|
= 0.1 × 100 |
|
= 10% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A clothing store increases the price of a pair of jeans from $85 to $93.50.
What is the percentage increase in the price? |
| workedSolution | sm_nogap Price increase = 93.50 $−$ 85.00 = $8.50
| | |
| --------------------- | -------------- |
| $\therefore$ Percentage increase | \= $\dfrac{8.5}{85}$ × 100 |
| | \= 0.1 × 100 |
|| \= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 10 | |
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
Variant 4
DifficultyLevel
720
Question
A hamburger increases in price from $7.80 to $8.19.
What is the percentage increase in price?
Worked Solution
Price increase = 8.19 − 7.80 = $0.39
|
|
| ∴ Percentage increase |
= 7.80.39 × 100 |
|
= 0.05 × 100 |
|
= 5% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A hamburger increases in price from $7.80 to $8.19.
What is the percentage increase in price? |
| workedSolution | sm_nogap Price increase = 8.19 $−$ 7.80 = $0.39
| | |
| --------------------- | -------------- |
| $\therefore$ Percentage increase | \= $\dfrac{0.39}{7.8}$ × 100 |
| | \= 0.05 × 100 |
|| \= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 5 | |
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Variant 5
DifficultyLevel
722
Question
A price of a new caravan has increased from $75 480 to $84 537.60
What is the percentage increase in price?
Worked Solution
Price increase = 84 537.60 − 75 480 = $9057.60
|
|
| ∴ Percentage increase |
= 754809057.60 × 100 |
|
= 0.12 × 100 |
|
= 12% |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | A price of a new caravan has increased from $75 480 to $84 537.60
What is the percentage increase in price? |
| workedSolution | sm_nogap Price increase = 84 537.60 $−$ 75 480 = $9057.60
| | |
| --------------------- | -------------- |
| $\therefore$ Percentage increase | \= $\dfrac{9057.60}{75 480}$ × 100 |
| | \= 0.12 × 100 |
|| \= {{{correctAnswer0}}}{{{suffix0}}}|
|
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 12 | |