The quadrilateral below has 4 vertices. [br]Each vertex has 2 coordinates ([i]x[/i], [i]y[/i]). [br][br][b]Your task:[/b] Construct a quadrilateral in the app below so that [br][list][*]The quadrilateral formed is a [i][b]rectangle[/b][/i]. [br][/*][*]Find the slopes of each of the side lengths.[/*][*]Measure the side lengths and angle measures.[/*][*]Construct the diagonals of your rectangle.[/*][*]Measure the angle measures created by the diagonals.[/*][*]Measure the diagonals.[/*][/list][br]
Use any GeoGebra tool(s) in the app above to clearly show how you know the quadrilateral you just formed is a rectangle. Be sure to fully explain your reasoning! Provide specific measurements and the names of line segments and angles, when describing your rationale.
Use any GeoGebra tool(s) in the app above to clearly show how you know the quadrilateral you just formed is a square. Be sure to fully explain your reasoning! Provide specific measurements and the names of line segments and angles.
Use any GeoGebra tool(s) in the app above to clearly show how you know the quadrilateral you just formed is a rhombus. Be sure to fully explain your reasoning! Provide specific measurements and the names of line segments and angles.
Use any GeoGebra tool(s) in the app above to clearly show how you know the quadrilateral you just formed is a trapezoid and what type of trapezoid you created (scalene, isosceles, obtuse, or right). Be sure to fully explain your reasoning! Provide specific measurements and the names of line segments and angles.