[b]Challenge:[/b]The city is designing a new park with [b]two entrances[/b], labeled [b]A[/b] and [b]B[/b].[br][br]Your job as the park designer is to create a [b]walking path[/b] that stays [b]exactly the same distance[/b] from both entrances the whole way across the park.In other words, your path must be [b]fair[/b] — no one should have to walk farther from their entrance to reach the path than anyone else.Follow these steps: [br]Step 1: Make sure the Point, Line and Circle tools are visible on the toolbar. [br][br]Step 2: Plot the Enterances:[br][list][*]Select the Point tool and click anywhere in the workspace to create Point A. [/*][*]Click again to create B. [/*][*]The points are not required to be a certain distance apart. [/*][/list]Step 3: Draw the segment between point A and point B. [br][list][*]Select the Segment between Two Points tool. [/*][/list]Step 4: Construct the Perpendicular Bisector (The Park Path) [br][list][*]Use the Compass tool to draw circles centers at A and B with the same radius (half of AB) [/*][*]Use the the intersect tool to mark where the circles cross [/*][*]Use the Line through Two points tool to connect the intersecting points [/*][/list]Step 5: Verify your Path is Fair [br]Step 6: Label and Explain [br][list][*]Use the Text tool to add a short explanation of how you know the path is equidistance between the two entrances. [/*][/list]Step 7: Outline the perimeter of your park. Add two recreational areas of your choice. [br][br]When your drawing is complete, answer the 3 reflection questions and optional extension. [br]