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symmetric

symmetric

6 4.3
The same on both sides when split down the middle
  • adjective
  • /sɪˈmɛtrɪk/
: simbétrico
  • Vivid green pagodas sat under a sunny sky, with a beautifully symmetric volcanic cone behind them.
  • symmetric matrix
  • spherically symmetric
  • symmetric algorithms

How does that emerge from symmetric fundamental laws?

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Examples

  • The entire metric, the entire matrix is symmetric, right?

  • The triangle will denote the symmetric difference operation.

  • So it's actually symmetric about the origin.

  • There is a mirror symmetric activation of the pain system.

  • Try to find the parametric and symmetric equations of the line.

  • Applied to this gait study, the higher the harmonic ratio, the more symmetric the gait.

    Academic text (1991)
  • The architect designed a building with a symmetric facade that perfectly reflected the surrounding landscape.

  • In mathematics, a symmetric shape has equal sections on both sides of a central line.

  • The butterfly's wings were symmetric, with identical patterns mirrored on each side.

Synonyms

symmetrical
vssymmetric
25 4.1

A shape or object that has matching parts on both sides when you cut it down the middle

is the shorter form without the al ending used interchangeably
mirrored
vssymmetric
18 4.3

Having the same look as in a mirror

is the overall matching of parts, not limited to mirror reflection
biradial
vssymmetric
  • Specialized
1 9.9

Having both left and right matching sides and parts that repeat around the center

is a single symmetry type rather than this combined condition
bilaterally symmetrical
vssymmetric
  • Specialized
1 7.4

Having two matching halves on each side of a middle line

is broader, meaning matching parts across any dividing plane not only two halves
trigonal
vssymmetric
  • Specialized
1 9.2

Having three parts arranged around a center like a triangle

is the general matching of parts, not limited to threefold patterns
radially symmetrical
vssymmetric
1 7.7

Parts spread out from a central point so slices around it look the same

is the broad symmetry notion not confined to circular arrangements
bilaterally symmetric
vssymmetric
  • Specialized
1 5.9

The left and right sides of a body or object match each other

is the general symmetry concept that covers more than two-sided cases
isobilateral
vssymmetric
  • Specialized
9.9

Having the same parts on both sides, like a leaf with the same top and bottom

is the general property of matching parts, not only technical axis cases
centrosymmetric
vssymmetric
  • Specialized
9.9

Parts are the same on opposite sides of a central point

is the wider idea of matching parts not restricted to a central point
actinomorphic
vssymmetric
  • Specialized
9.9

A flower that can be divided into similar halves by any line through its center

is general symmetry, not limited to plant or floral cases

Antonyms

9 6.1

Having parts that are not the same on both sides

How Symmetric

symmetric
6 4.3
asymmetric
9 6.1
uneven
48 2.3

Surface Forms

symmetric positive
symmetricer comparative
symmetrical positive
symmetricest superlative

Morphology

symmetric = symmetry (transparent) = symmetry + ic

Regular adjective formed from the noun 'symmetry' with the productive suffix '-ic', so the meaning is directly derivable.

Etymology

Symmetric comes from Greek parts sym- meaning 'together' and metron meaning 'measure', the same root as meter. So something symmetric has its parts 'measured together' on both sides, which is why it looks balanced.