symmetry

Letters that make symmetry

s, e, m, r, t, y are letters that make 'symmetry'

Words within symmetry

mm, try, ME are words within 'symmetry'

Words created by adding a letter to the beginning or end of symmetry

asymmetry is a word created by adding a letter to 'symmetry'


3 possible definitions for 'symmetry'

Symmetry as "(mathematics) an attribute of a shape or relation, exact reflection of form on opposite sides of a dividing line or plane"

Under this definition, symmetry is a noun and has the following properties:

Synonyms

correspondence, balance, symmetricalness have the same meaning as 'symmetry'

Antonyms

asymmetry, dissymmetry, imbalance have the opposite meaning of 'symmetry'

symmetry as a type

'symmetry' can be a type of spatial property, spatiality.

Types of symmetry

regularity, geometrical regularity, bilaterality, bilateralism, bilateral symmetry, radial symmetry are types of 'symmetry'.

symmetry as a category

'symmetry' can be a category of mathematics, math, maths.

Derivatives of symmetry

symmetrical, symmetrize, symmetrise, symmetric are derivatives of 'symmetry'.


Symmetry as "balance among the parts of something"

Under this definition, symmetry is a noun and has the following properties:

Synonyms

proportion has the same meaning as symmetry

Antonyms

disproportion has the opposite meaning of symmetry

symmetry as a type

'symmetry' can be a type of equipoise, balance, counterbalance, equilibrium.

Derivatives of symmetry

symmetrical, symmetrize, symmetrise, proportion, symmetric are derivatives of 'symmetry'.


Symmetry as "(physics) the property of being isotropic, having the same value when measured in different directions"

Under this definition, symmetry is a noun and has the following properties:

Synonyms

isotropy has the same meaning as symmetry

Antonyms

anisotropy has the opposite meaning of symmetry

symmetry as a type

'symmetry' can be a type of property.

symmetry as a category

'symmetry' can be a category of physics, natural philosophy.

Derivatives of symmetry

isotropic, isotropous are derivatives of 'symmetry'.



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