Mathematics
Grade9
Easy
Question
Find the approximate angle of rotation.
![](data:image/png;base64,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)
- 60°
- 100°
- 90°
- 180°
Hint:
one line over other means 90 and below means 270 .
The correct answer is: 90°
From observation, the angle of rotation is 90°.
as it is clear from picture, whenever one line is just over the other it must be 90 degrees.