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It meets all definitions I can find, and it would seem that a straight angle can be adjacent.

Definition: (1) Two angles that share a common side and a common vertex, but do not overlap. (2) An adjacent angle is either of two angles having a common side and a common vertex.

Adjacent angles are angles that have a common ray coming out of the vertex going between two other rays. Another way of saying this is that adjacent angles are next to one another, side by side or adjacent. (Hence the name)

It is an angle next to another one in a polygon.

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Q: Can a straight angle be an adjacent angle?
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How many adjacent would it take to form a straight angle?

2 supplementary adjacent angles for a straight angle.


Can a pair of straight angle be a adjacent?

Yes


Can the exterior angle of triangle be straight angle?

When any side of triangle is extended outwards then exterior angle is formed. Sum of this exterior angle and adjacent interior angle = 180o. If exterior angle = 180o(straight angle) then interior adjacent angle is 0o which is not possible. So exterior angle can't be straight angle.


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If an angle is not acute straight or obtuse it must be what?

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Does the measure of an exterior angle at the vertex of a polygon equal the measure of the adjacent interior angle?

The sum of an adjacent interior and its exterior angle will total to 360°. If the angles were to be equal, they would both have to be 180°. An angle of 180° is a straight line. A polygon may be composed of straight lines that intersect at vertices but a straight line has no vertex. That being the case, the answer to your question is "No".


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an adjacent corresponding angle is an angle which is adjacent to a particular angle as well as corresponding.


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Each angle is 180/5 = 36 degrees


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