DOCS - TO FIX MJD
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
Variant 0
DifficultyLevel
400
Question
Worked Solution
correctAnswer: 69.5
prefix: 90−4182+802 =
width: 5
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | correctAnswer: 69.5
prefix: $90 - \dfrac{\sqrt{18^2 + 80^2}}{4}$ =
width: 5 |
Answers
Is Correct? | Answer |
✓ | correctAnswer: 69.5
prefix: 90−4182+802 =
width: 5 |