Angle Rotations (Standard Position)

Recall what it means for an angle to be drawn in [url=https://www.geogebra.org/m/kUmRhNnN]standard position[/url]. [br][br][b]The applet below helps illustrate the difference between [/b][color=#0000ff][b]angles with positive measure (positive orientation) [/b][/color][b]versus[/b] [color=#a61c00][b]angles with negative measure (negative orientation)[/b][/color][b]. [/b][br][br]Interact with the applet for a couple of minutes.[br]Then answer the questions that follow.
1.
[color=#0000ff][b]How can you tell if an angle (drawn in standard position within the coordinate plane) has a positive measure (positive orientation)? Explain. [/b][/color]
2.
[b][color=#a61c00]How can you tell if an angle (drawn in standard position within the coordinate plane) has a negative measure (negative orientation)? Explain. [/color][/b]
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Information: Angle Rotations (Standard Position)