A parallelogram is a quadrilateral v two pair that parallel sides. The opposite political parties of parallelogram room of equal length and also opposite angle of parallelogram are of same measure.

You are watching: Which of the following statements about parallelograms is not always true?

In the provided parallelogram ABCD,

*
because opposite angles of a parallelogram space congruent.

Therefore, alternative C is the correct answer.



A parallelogram is a quadrilateral through two pair that parallel sides. The opposite political parties of parallelogram space of same length and also opposite angles of parallelogram space of equal measure.

In the given parallelogram ABCD,

*
because opposite angles of a parallelogram room congruent.

Therefore, choice C is the correct answer.



A parallelogram is a quadrilateral with two pair that parallel sides. The opposite political parties of parallelogram are of same length and also opposite angles of parallelogram space of equal measure.

In the given parallelogram ABCD,

*
because opposite angle of a parallelogram space congruent.

Therefore, alternative C is the correct answer.



Opposite sides room congruent.

Diagonals space congruent.

Adjacent angles are supplementary.

Step-by-step explanation:

Great question, it is always an excellent to questioning away and get to escape of any doubts the you may be having.

Since we are working through a parallelogram we should very first know the properties that this figure has. The properties space the following

Opposite sides room equal to each otherOpposite angels degrees are equal to each otherAngles alongside each various other equal 180° as soon as addedIf one edge is 90°, then all angles room 90°.Area = b*h

Since us now understand all the properties of a parallelogram we deserve to determine i m sorry of the statements space true. Because of this the true statements native the inquiry are the following,

Opposite sides space congruent.

Diagonals room congruent.

Adjacent angles space supplementary.

Therefore all the statements were true other than for the very first one.

I expect this answered her question. If you have actually any an ext questions feel free to ask away at



Answer from: AshyCakes

Option (2)

Explanation:

The parallels space the lines of longitude the starts from 0° at the equator to 90° North and South top top both the hemisphere i.e. As much as the poles. The extends indigenous the eastern to the west direction. This lines contains all the places on planet that falls on the exact same latitude.

This currently of latitude are not equal at all the places. At the equator, it is the longest and also at the poles that is shortest. The is due to the fact that the earth bulges at the equator and flattened at the poles.

Hence, the exactly answer is option (2).



Answer from: maddielr17

Step-by-step explanation:

Opposite angle of parallelograms are congruent


Answer from: Jessicadiaz8602
A. Diagonals are congruent.
Answer from: nardosem9
A. The contrary sides space parallel is correct, because if opposite political parties were no parallel, it would be a trapezoid, no a parallelogram.
Answer from: RebeccaBloop8578
A. Parallel lines have the same slope.
Answer from: haleyzoey7
I am pretty sure cnot sure

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