Number, NAPX-J4-NC06, NAPX-J3-NC06
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
Variant 0
DifficultyLevel
685
Question
9+(13 − 4 ×2+3) = ?
What number does ? represent?
Worked Solution
|
|
| 9 + (13 − 4 × 2 + 3) |
= ? |
|
|
| 9 + (13 − 8 + 3) |
= ? |
|
|
| 9 + 8 |
= ? |
|
|
| 17 |
= ? |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $9 + (13\ −\ 4\ \times 2 + 3)$ = ?
What number does ? represent? |
| workedSolution |
| | |
| --------------------: | -------------- |
| 9 + (13 $-\ 4\ \times$ 2 + 3) | \= ? |
| | |
| 9 + (13 $-$ 8 + 3) | \= ? |
| | |
|9 + 8| \= ? |
| | |
|17| \= ? |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
685
Question
7 + (13 − 4 × 3 + 1) = ?
What number does ? represent?
Worked Solution
|
|
| 7 + (13 − 4 × 3 + 1) |
= ? |
|
|
| 7 + (13 − 12 + 1) |
= ? |
|
|
| 7 + 2 |
= ? |
|
|
| 9 |
= ? |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | 7 + (13 − 4 × 3 + 1) = ?
What number does ? represent? |
| workedSolution |
| | |
| --------------------: | -------------- |
| 7 + (13 $-$ 4 $\times$ 3 + 1) | \= ? |
| | |
| 7 + (13 $-$ 12 + 1) | \= ? |
| | |
|7 + 2| \= ? |
| | |
|9| \= ? |
|
| correctAnswer | |
Answers