Q: What is a polygon with all sides the same lengths and all angles the same measure with three sides?

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Degrees are used to measure angles, not the lengths of sides.

The lengths of its sides and the angles. The lengths of diagonals may be substituted for the lengths of appropriate sides.

A regular polygon indicates all angles and lengths of sides are equal whereas an irregular polygon can have angles and lengths of sides of various sizes.

No.A regular polygon has equal side lengths and equal angles.

The answer will depend on what measure you are interested in: interior or exterior angles, lengths of sides, principal diagonals, apothem, area.

Related questions

A regular polygon.

A square is a polygon with equal sides and angles. Polygons with all sides the same lengths and all angles the same are Regular Polygons. Squares are one example of many, picture a stop sign. Such a figure is called a regular polygon

A rhombus has four sides of equal lengths. So it is an equilateral polygon. But it is not an equiangular. It's angles are not equal in measure.

Degrees are used to measure angles, not the lengths of sides.

The lengths of its sides and the angles. The lengths of diagonals may be substituted for the lengths of appropriate sides.

A regular polygon indicates all angles and lengths of sides are equal whereas an irregular polygon can have angles and lengths of sides of various sizes.

No.A regular polygon has equal side lengths and equal angles.

A polygon has two types of measurements: side lengths and interior angles. The number of side lengths is equal to the number of sides the polygon has, while the number of interior angles is always equal to the number of sides. So, a polygon has two measurements: side lengths and interior angles.

a convex polygon has 6 sides . What is the sum of the measure of its interior angles?

The sum of what of a 92 sided polygon? The lengths of the sides? The exterior angles? The interior angles?

If a polygon's lengths and angles are all equal it isn't an irregular polygon it's a regular polygon! :)

The answer will depend on what measure you are interested in: interior or exterior angles, lengths of sides, principal diagonals, apothem, area.