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How many right angles does it have in a pentagon?

A pentagon can have:none (regular or irregular pentagon)one, two or three right angles (irregular pentagon).


Can a pentagon have right angles?

Yes if it's an irregular pentagon


Is a pentagon irregular or regular?

A pentagon is a five sided figure. If the five sides are all the same length, then the pentagon is a regular pentagon; if they are not all the same length, then it is an irregular pentagon. * * * * * Only partially correct. In addition to equal sides, a regular polygon must also have equal angles.


Has a irregular pentagon have right angles?

An irregular pentagon may have one right (90o) angle.


Are there any right angles in a pentagon?

None in a regular pentagon but it's quite possible to have right angles in an irregular pentagon.


Pentagon with 3 right angles?

A pentagon with 3 right angles is considered to be an irregular pentagon because not all angles and all sides are equal.


Does an irregular pentagon have 6 edges?

No. By definition a pentagon must have 5 edges. An irregular pentagon is a pentagon that has edges with lengths of different sizes. The internal angles of all vertices will not be identical in an irregular pentagon.


How many angles does an irregular pentagon have?

The penta in pentagon stands for five. Irregular or not, it'll still be five corners.


How many angles does a right angles and angles does a pentagon have?

a pentagon has 5 angles. In a regular pentagon, there are no right angles. Each angle is 72 degrees. In a irregular pentagon, there may be right angles...not sure how many..depends on how you draw it


What polygon have five sides and two right angles?

A pentagon. an irregular pentagon?


Does a irregular pentagon have equal opposite angles?

no because its irregular u numpty


How many angles are in an irregular pentagon?

Irregular or not, a pentagon is a pentagon. Whether it is the normal format, or a random arrangement, a pentagon will always have 5 sides, there for, 5 angles.A general rule of thumb for the next problem you have of this nature, the number of interior angles are almost always the same as the number of edges.ANSWER: 5 angles:)