Assertion: rectangle's side | /r/HasProperty | congruent
Facets:
value: like a rectangle
type: OTHER
value: in a square
type: LOCATION
value: in a rectangle
type: LOCATION
Source sentences:
text: Now, since a rectangle is a parallelogram, its opposite sides must be congruent and it must satisfy all other properties of parallelograms
text: opposite sides are parallel opposite sides are congruent diagonals bisect each other diagonals are congruent each of the interior angles must be #90^@#
text: The four sides of your polygon, to create two pairs of parallel sides, must also be two congruent pairs.
text: Since the opposite sides of a rectangle are congruent NO is 5 and lO is 12.
text: As you can hopefully see, both diagonals equal 13, and the diagonals will always be congruent because the opposite sides of a rectangle are congruent allowing any rectangle to be divided along the diagonals into two triangles that have a congruent hypotenuse.
text: The other property that identifies rectangles is that opposite sides are congruent and parallel.
text: Opposite sides of a parallelogram are congruent;
text: The opposite sides are congruent, meaning they are the same length.
text: This side is three and that side is three, and AM is congruent ( equal) to GE,these two sides are congruent , so we will give this on a 5 and that one a 5, so you can see opposite sides are congruent.
text: The opposite sides are parallel and are congruent.
text: Both opposite sides of a rectangle are congruent which means adding those sides, we can calculate for the perimeter.
text: Because we are dealing with a parallelogram, you know that opposite sides are congruent.
text: Now, since a rectangle is a parallelogram, its opposite sides must be congruent.
text: Therefore, like a rectangle its opposite sides are congruent.
text: Opposite sides are parallel and congruent.
text: (1) Consecutive sides of a rhombus are congruent.
text: Now, can say that segments EK and IN are congruent, as are EN and IK because opposite sides of a parallelogram are congruent.
text: If the opposite sides are congruent (just like a rectangle) but the angles are not 90 degrees, it is a parallelogram.
text: If the opposite sides are congruent (just like a rectangle) but the angles are not 90 degrees, it is a parallelogram.
text: The opposite sides are parallel and congruent.
text: Here you can see that the two triangles on either side are congruent and therefore, the corresponding sides are congruent.
text: Here you can see that the two triangles on either side are congruent and therefore, the corresponding sides are congruent.
text: So all the sides of a square are congruent, or have equal lengths, and only the opposite sides of the rectangle must be congruent.
text: So all the sides of a square are congruent, or have equal lengths, and only the opposite sides of the rectangle must be congruent.
text: Student: We need to say that they are parallel and that in a square all four sides are congruent while in a rectangle only the opposite sides are congruent.
text: Student: We need to say that they are parallel and that in a square all four sides are congruent while in a rectangle only the opposite sides are congruent.
text: Well, by our definition it is since it has opposite sides that are congruent and parallel and it has four right angles.
text: Opposite sides are congruent as well as parallel.
text: , it's also a parallelogram which means opposite sides are congruent and that you have 2 pairs of parallel side.
text: So equilateral means all sides are congruent, so if we look at a square we have 2 pairs of parallel sides and all sides are congruent.
text: So equilateral means all sides are congruent, so if we look at a square we have 2 pairs of parallel sides and all sides are congruent.