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Answer :
Final answer:
Statement 2 and Statement 4 about quadrilateral wxyz can be proved to be true.
Explanation:
To prove which statement about quadrilateral wxyz is true, we need to examine each statement individually:
- Statement 1: Sides w x and z y are congruent. This statement cannot be proven to be true without additional information about the lengths of the sides of quadrilateral wxyz.
- Statement 2: A line goes from point z to point x. This statement is true as there will always be a line connecting any two points in a quadrilateral.
- Statement 3: The diagonals of wxyz are congruent. This statement cannot be proven to be true without additional information about the lengths of the diagonals of quadrilateral wxyz.
- Statement 4: Consecutive angles of wxyz are supplementary. This statement is true as the sum of the measures of consecutive angles in a quadrilateral is always 180 degrees.
Therefore, statement 2 and statement 4 can be proved to be true about quadrilateral wxyz.
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