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