Number, NAPX-H4-NC21
Question
Simplify: 4×32×43×232×22×44
Worked Solution
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4×32×43×232×22×44 |
= 2×32×4422×33×44 |
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= 2×3 |
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= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
683
Question
Simplify: 4×32×43×232×22×44
Worked Solution
|
|
4×32×43×232×22×44 |
= 2×32×4422×33×44 |
|
= 2×3 |
|
= 6 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | |
Answers