Now that we’ve introduced dynamic margins of error with sliders and circular regions, [b]play with the applet[/b] and explore how it handles different angles, particularly those [b]close to 0° and 180°[/b]. These angles can sometimes introduce unexpected issues in calculations or visual representations.[br][br][b]Task:[/b][br][br] 1. [b]Interact with the Applet[/b]:[br] • Adjust the sliders for [b]n (green)[/b] and [b]m (orange)[/b] and observe how the circular regions and the rotation of [b]A’[/b] behave.[br] • Pay close attention to how the system handles [b]angles near 0°[/b] (the starting point) and [b]angles close to 180°[/b] (half a circle).[br] 2. [b]Identify Problems[/b]:[br] • Check whether the [b]circular regions[/b] and the positioning of [b]A’[/b] remain consistent and logical when rotating [b]A[/b] by these critical angles.[br][br]Do you notice any visual or logical inconsistencies at these angles? [br]How do you solve these inconsistencies?