[b][u]Instructions[/u]:[/b][br]1. Drag the points [color=#ff0000][b]A[/b][/color] or [color=#ff0000][b]B[/b][/color].[br] (a) Observe how the [color=#0000ff]Area [/color]and [color=#0000ff]Perimeter [/color]of the Pentagon changes.

[b][u][code][/code]Instructions[/u]:[/b][br]1. Create a regular pentagon with length 2 units.[br]2. Create a static text “ [color=#0000ff]What is the area and perimeter of the regular pentagon?[/color] ”.[br]3. Create a dynamic text “ [color=#0000ff]Area = [/color][color=#ff0000]{select the pentagon}[/color][color=#0000ff] cm^{2}[/color] ”.[br]4. Create a dynamic text “ [color=#0000ff]Perimeter = [/color][color=#ff0000]{empty box}[/color][color=#0000ff] cm[/color] ” and type “ [color=#0000ff]5[/color][color=#ff0000]{length of pentagon}[/color] ” inside the empty box created.[br]5. Move text “ [color=#0000ff]Area = [/color][color=#ff0000]{select the pentagon}[/color][color=#0000ff] cm^{2}[/color] ” to 1 unit right of point [color=#ff0000]C[/color].[br]a. Type “ [color=#ff0000]C[/color][color=#0000ff] + (1, 0)[/color] ” inside “Starting Point” for “Position”.[br]6. Move text “ [color=#0000ff]Perimeter = [/color][color=#ff0000]{empty box}[/color][color=#0000ff] cm[/color] ” to 1 unit below point [color=#ff0000]A[/color].[br]a. Type “ [color=#0000ff](x([/color][color=#ff0000]A[/color][color=#0000ff]), y([/color][color=#ff0000]A[/color][color=#0000ff]) - 1)[/color] ” inside “Starting Point” for “Position”.