Mathematics
Grade9
Easy
Question
Find the approximate angle of rotation.
![](data:image/png;base64,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)
- 60°
- 100°
- 150°
- 180°
Hint:
if one line is just straight the above it will mostly be around 90 degrees.
The correct answer is: 100°
From observation, the angle of rotation is 100°.
line is just above the other 100 was option close to 90 , so 100 is right choice here .