Is it always true, sometimes true, or never true that a regular quadrilateral has two or more obtuse exterior angles?
Is it Sometimes true
Never. Another definition for a regular quadrilateral is a square. Squares have no obtuse angles.
Thank you drawls very much for your help.. I will keep that in my notes
To determine whether a regular quadrilateral has two or more obtuse exterior angles, we first need to understand what a regular quadrilateral is and what an obtuse exterior angle is.
A regular quadrilateral, also known as a square, is a four-sided polygon with four equal sides and four equal angles, each measuring 90 degrees.
An exterior angle of a polygon is formed when one side of the polygon is extended. An obtuse angle, on the other hand, is an angle that measures greater than 90 degrees but less than 180 degrees.
In the case of a regular quadrilateral, each of its exterior angles will measure 90 degrees, as it is a square. Therefore, none of the exterior angles of a regular quadrilateral will be obtuse.
So, it is never true that a regular quadrilateral has two or more obtuse exterior angles.