Algebra, NAPX-p124657v01
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
Variant 0
DifficultyLevel
548
Question
Complete the number sentence
Worked Solution
|
|
| 400 |
= 80 × |
|
|
|
= 80400 |
|
|
|
= 2×4×104×10×10 |
|
= 5 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Complete the number sentence |
| workedSolution |
| | |
| ------------: | ---------- |
| 400 | \= 80 $\times$ ` ` ` ` |
| | |
| ` ` ` ` | \= $\dfrac{400}{80}$ |
| | |
| | \= $\dfrac{4 \times 10 \times 10}{2 \times 4 \times 10}$ |
| | \= 5 |
|
| 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 1
DifficultyLevel
545
Question
Complete the number sentence
Worked Solution
|
|
| 300 |
= 60 × |
|
|
|
= 60300 |
|
|
|
= 3×10×23×10×10 |
|
= 5 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| question | Complete the number sentence |
| workedSolution |
| | |
| ------------: | ---------- |
| 300 | \= 60 $\times$ ` ` ` ` |
| | |
| ` ` ` ` | \= $\dfrac{300}{60}$ |
| | |
| | \= $\dfrac{3 \times 10 \times 10}{3 \times 10 \times 2}$ |
| | \= 5 |
|
| 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 | |