Figure PQRS is a rectangle. Which statement in not necessarily true:

A: PQ is parallel to RS
B: PQ is congruent to RS
C: M D: PQ is congruent to QR

In a rectangle, there are a few statements that are always true. Opposite sides are congruent and parallel and all angles meet at 90 degrees. However, adjacent sides (sides that are touching/share a vertex) are not necessarily congruent. They can be; if they are then that rectangle is a square. Nevertheless, if adjacent sides are not congruent, then it is still a rectangle, so long as they meet at a right angle.

Figure PQRS is a rectangle. Which statement in not necessarily true: A: PQ is parallel to RS B: PQ is congruent to RS C: M D: PQ is congruent to QR

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Figure PQRS is a rectangle. Which statement in not necessarily true:

A: PQ is parallel to RS
B: PQ is congruent to RS
C: M D: PQ is congruent to QR