Quadrilateral WXYZ os describes below.

Line segment WX is parallel to line segment YZ.

Line segment XY is the same length as line segment ZW.

Line segment Xy is not parallel to line segment ZW.

Which of the following describes quadrilateral WXYZ?
A. parallelogram
B. rectangle
C. Scalene Trapezoid
D. Isosceles trapezoid.

ineed help

this is easy

To determine the correct answer, let's analyze the given information about quadrilateral WXYZ step by step.

1. Line segment WX is parallel to line segment YZ:
This means that WX and YZ are two parallel sides of the quadrilateral.

2. Line segment XY is the same length as line segment ZW:
This indicates that the opposite sides XY and ZW are equal in length.

3. Line segment XY is not parallel to line segment ZW:
This means that the other pair of opposite sides, XY and ZW, are not parallel.

Based on this information, let's analyze the options:

A. Parallelogram: A parallelogram has two pairs of opposite sides that are both parallel and equal in length. However, since XY and ZW are not parallel, option A can be eliminated.

B. Rectangle: A rectangle has four right angles (90 degrees). However, the given information does not mention anything about angles, so we cannot determine if the quadrilateral has right angles. Therefore, option B cannot be confirmed.

C. Scalene Trapezoid: A trapezoid is a quadrilateral with one pair of parallel sides. However, since two sides of quadrilateral WXYZ, namely XY and ZW, are equal in length, it cannot be a scalene trapezoid. Thus, option C is incorrect.

D. Isosceles Trapezoid: An isosceles trapezoid is a trapezoid with both pairs of opposite sides equal in length. Since XY is equal to ZW as given in the question, this option matches the given information about quadrilateral WXYZ. Hence, the correct answer is option D, Isosceles Trapezoid.

To summarize, the correct answer is D. Isosceles Trapezoid.

I need help