To answer the question "Which of the following quadrilaterals never have congruent and opposite angles?" let's analyze the given choices:
A. Squares: In a square, opposite angles are always congruent, each measuring 90 degrees.
B. All these quadrilaterals always have congruent and opposite angles.
C. Rectangles: Like squares, rectangles also have opposite angles that are congruent. In fact, each angle in a rectangle is 90 degrees.
D. Parallelograms: In a parallelogram, opposite angles are always congruent. This is a fundamental property of parallelograms.
E. Rhombi: In a rhombus, opposite angles are always congruent.
Since quadrilaterals like squares, rectangles, parallelograms, and rhombi all have congruent opposite angles, the statement that fits correctly is:
B. All these quadrilaterals always have congruent and opposite angles.
Thus, the answer to the question "Which of the following quadrilaterals never have congruent and opposite angles?" is indeed:
2, which corresponds to option B.
