Number, NAPX-E4-NC28 SA
Question
Write the answer to this division in the box.
Worked Solution
One strategy:
Splitting the number into an integer and a decimal,
|
|
0.1224 |
= 0.122×12 |
|
= 2 × 100 |
|
= 200 |
0.120.36=3
∴ 24.36 ÷ 0.12 = {{{correctAnswer0}}}
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
Variant 0
DifficultyLevel
729
Question
Write the answer to this division in the box.
Worked Solution
One strategy:
Splitting the number into an integer and a decimal,
|
|
0.1224 |
= 0.122×12 |
|
= 2 × 100 |
|
= 200 |
0.120.36=3
∴ 24.36 ÷ 0.12 = 203
Question Type
Answer Box
Variables
Variable name | Variable value |
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 | 203 | |