isogonic

9.9

All its angles are equal

adjective
/ˌaɪsəˈɡɒnɪk/

Specialized

: isogónico

The triangle has isogonic properties, with all interior angles the same.

Examples

Many maps show isogonic lines that connect points with the same magnetic declination.
In some crystals, the axes are isogonic, resulting in symmetrical shapes.
The isogonic lines on the map indicate equal angles.
In geometry, isogonic figures are fundamental.
In some crystals, the axes are isogonic, resulting in symmetrical shapes.
Many maps show isogonic lines that connect points with the same magnetic declination.
The triangle has isogonic properties, with all interior angles the same.

Synonyms

equiangular

vsisogonic

Specialized

8.8

Having all angles equal in a shape like a triangle or hexagon

applies to having or producing equal angles in general not only shapes

Compounds

isogonic line

Specialized

9.9

A line on a map connecting places with the same difference between magnetic north and true north

Surface Forms

isogonic positive

Morphology

isogonic = isogon (semi-transparent) = iso + gon + ic

Formed by suffixing '-ic' to the technical geometric noun 'isogon' (iso- + gon); the meaning 'having equal angles' is direct but relies on specialized combining forms unfamiliar to many learners.

Etymology

Isogonic comes from Greek parts iso- meaning 'equal' and gonia (seen in -gonic) meaning 'angle', as in hexagon. So, an isogonic shape or line is one that has equal angles.