Algebra, NAPX-J3-CA27
Question
Which number sentence is correct when ? = 7
?
Worked Solution
Test each option to find the correct equation.
|
|
6×7 |
= 294÷7 |
42 |
= 42 ✓ |
∴ ? = 7
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
Variant 0
DifficultyLevel
685
Question
Which number sentence is correct when ? = 7
?
Worked Solution
Test each option to find the correct equation.
|
|
6×7 |
= 294÷7 |
42 |
= 42 ✓ |
∴ ? = 7
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer |
6 $\times$ ? = 294 $\div$ ?
|
Answers
Is Correct? | Answer |
x |
2 × ? = 14 ÷ ?
|
x |
3 × ? = 343 ÷ ?
|
✓ |
6 × ? = 294 ÷ ?
|
x |
8 × ? = 56 ÷ ?
|