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What else can I help you with?
Are same side interior angles congruent?
Same-side interior angles are supplementary. They are not always congruent, but in a regular polygon adjacent angles are congruent.
What is the name of a polygon with equal sides and equal angles?
That would be called a regular polygon, one with congruent(equal) side legnths and congruent angles.
An octagon that is equiangular but not equilateral?
an 8 sided polygon that has congruent angles, but not congruent side lengths
What are the attributes of a polygon?
A polygon has sides A polygon can have any number of side A polygon can not be curved so a circle is not a polygon Regular Polygon Has congruent sides and angles Has lines of symmetry Irregular Polygon Doesn't have any equal sides or angles Doesn't have any lines of symmetry
What is a polygon with 2 angles congruent and the lengths of the side are proportional?
isoceles triangle
Is it true or false that a convex polygon that has more than four sides and that has congruent interior angles is a regular polygon?
True. A convex polygon with more than four sides that has congruent interior angles must also have congruent sides, making it a regular polygon. Regular polygons are defined by having both equal angles and equal side lengths. Therefore, if a convex polygon has congruent interior angles, it is necessarily regular.
What is this polygon called all side are congruent all angles are congruent the sum of the angles is less than 360 degrees?
The description given would fit to that of an equilateral triangle.
What is a polygon in which all sides and all angles are congruent?
It is a regular polygon
Can a congruent polygon have unequal corresponding side lengths?
No, the definition of congruent polygons is that all corresponding SIDES are of equal length. All corresponding angles as well.
What is a polygon with 4 congruent side that do not measure 90?
A rhombus, (or a square if the angles are measured in radians!), An irregular polygon with more than 4 sides, where 4 of the sides are congruent and the rest are all different lengths.
Jerome drew a triangle how can your own show that the angles are congruent without measuring the angles?
To show that the angles of a triangle are congruent without measuring them, you can use the properties of triangle congruence. If you can establish that the triangles are congruent through methods such as Side-Angle-Side (SAS) or Angle-Side-Angle (ASA), it follows that corresponding angles are congruent. Alternatively, you can use the fact that the sum of the angles in any triangle is always 180 degrees, which can demonstrate relationships between the angles without direct measurement.
What polygon with no right angles all sides the same length?
Equilateral triangle. All angles are 60º, and all side lengths are congruent to one another.
