Trapezoids are not considered parallelograms because parallelograms have 2 pairs of parallel sides, whereas trapezoids have only one.
Some definitions of trapezoid say "at least one pair of parallel sides" in which case, some trapezoids would be parallelograms (the ones that have 2 pairs of parallel sides), but most textbooks in the US now define trapezoids as "exactly one pair of parallel sides."
they are not congruent
No because trapezoids have different properties to that of parallelograms but they are both 4 sided quadrilaterals.
No but they are both 4 sided quadrilaterals.
When you join two trapezoids along their parallel sides, you can create a larger shape known as a parallelogram, provided that the trapezoids are oriented correctly. If the trapezoids are of the same size and shape, their union will form a parallelogram with bases equal to the lengths of the trapezoids' parallel sides. Alternatively, if you join them at an angle, you can create a more complex polygon.
Yes.
No.
No. Isosceles trapezoids don't have 2 sets of equal sides, which is what a parallelogram is.
trapezoids are never parallelograms.
they are not congruent
No because trapezoids have different properties to that of parallelograms but they are both 4 sided quadrilaterals.
There are absolutely no trapezoids that are also parallelograms.
No but they are both 4 sided quadrilaterals.
Trapezoids
No. (To the extent that I can make any sense out of the question.)
When you join two trapezoids along their parallel sides, you can create a larger shape known as a parallelogram, provided that the trapezoids are oriented correctly. If the trapezoids are of the same size and shape, their union will form a parallelogram with bases equal to the lengths of the trapezoids' parallel sides. Alternatively, if you join them at an angle, you can create a more complex polygon.
Some people define trapezoids as having at least one pair of parallel sides. By this definition, all parallelograms are trapezoids, though not all trapezoids are parallelograms.Some people define trapezoids as having exactly one pair of parallel sides. By this definition, the terms "trapezoid" and "parallelogram" are mutually exclusive.
Yes.