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No, complementary angles do not need to have the same vertex. Complementary angles are comprised of any two angles whose sum is 90 degrees. The definition of a complementary angle does not say that it needs to have the same vertex.

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Q: Do complementary angles have to have the same vertex?
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Related questions

Angles that have common vertex and a common side but no common interior end points?

Complementary angles


What are congruent adjacent complementary angles?

Congruent adjacent complementary angles are two angles of 45° that share one side and its vertex.. which means: A 90° angle divided in two halfs of 45°.


What is when Two angles that have a common vertex and one common side are called Question 6 options Straight Angles Complementary Angles Adjacent Angles Opposite Angles?

They are adjacent angles.


Do vertical angles have the same vertex?

Yes, since the vertex is a point and the vertical angles share that point.


How do you find coterminal angles?

Coterminal angles are angles that are formed at the same vertex.


What are two angles that have the same vertex and a common side?

They are referred to "adjacent angles"


Angles in the same plane that have a common vertex and a common side?

adjacent angles


What are adjacant angles?

Adjacent angles are angles that have the same vertex (corner) and share a common side.


Verticle angles must?

be congruent and have the same vertex


Vertical angles must have?

have the same vertex. be congruent.


Are all complementary angles adjacent?

No, because a complamentary angle just equals 90 degrees. An adjacent angle has a vertex and a common ray the same. If you have two angles that are not touching they cannot be adjacent because they dont have a same ray, but they may have a same vertex. If the two angles add up to 90 degrees they are complimentary and dont have to have anything the same. Hope this helps! If it is confusing look up what an adjacent angle is, then look up what a complamentary angle is! :)


What are two angles that have the same vertex share a common side and do not overlap?

Adjacent angles.