If it is a regular 6 sided hexagon then all of its sides are equal in lengths and so therefore so are all of its 6 interior angles are equal in sizes.
Not necessarily. You can have, for example, a hexagon with angles measuring 95, 105, 115, 125, 135 and 145 degrees.
Is an irregular hexagon.
A regular 6 sided hexagon has 6 interior congruent angles of 120 degrees.
If the hexagon's sides and angles are congruent, then it a regular hexagon.
Yes, providing that it is in the form of a regular 6 sided hexagon
Not necessarily. You can have, for example, a hexagon with angles measuring 95, 105, 115, 125, 135 and 145 degrees.
Is an irregular hexagon.
A regular 6 sided hexagon has 6 interior congruent angles of 120 degrees.
If the hexagon's sides and angles are congruent, then it a regular hexagon.
Yes, providing that it is in the form of a regular 6 sided hexagon
If it is a 'regular' hexagon, then all angles are congruent, and all are obtuse.
In congruent hexagons, corresponding angles are congruent. Therefore, the pairs of angles that must be congruent between hexagon JGHFKI and hexagon SRTQUV are: ∠J and ∠S, ∠G and ∠R, ∠H and ∠T, ∠F and ∠Q, ∠K and ∠U, and ∠I and ∠V. Each angle in hexagon JGHFKI corresponds directly to an angle in hexagon SRTQUV based on their respective positions.
Yes, that's what "regular" means.
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.
yes. it does
Regular Hexagon
square. hexagon nonagon octagon etc.