RIGHT TRAPEZOIDS Consecutive angles of a polygon occur at opposite ends of a side of the polygon. For example, AM and AP in the diagram below are consecutive angles at the opposite ends of W. What can you learn about a quadrilateral with two consecutive right angles? a. EXPLORE: Examine the quadrilateral at right M N with two crecutivE-ight angles. What is true about MN and P0 ? Why? CONJECTURE: Write a conjecture about P 0 what type of quadrilateral has two consecutive right angles. Write your conjecture as a conditional (\"If. . ., then. . .\") statement. PROVE: Prove that your conjecture from part (b) is true for all quadrilaterals with two consecutive right angles. The quadrilateral you worked with in this problem is called a right trapezoid. Are all quadrilaterals with two right angles right trapezoids