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 |