how do I define symmetry
SreekanthK:
Mark my answer as 'Brainliest answer' please
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Answered by
2
A proper proportion between parts, possession of corresponding parts that are exactly alike
It is actually the same as invariance: the property that something does not change under a set of transformations.
In linear algebra, a symmetric matrix is a square matrix that is equal to its transpose. Formally, matrix A is symmetric if A=A(TRANSPOSE)
FOR EXAMPLE :
C1 C2 C3
VALUE IN MARTIX A 1 7 3 ---- >ROW A
7 4 5 ---- >ROW B
3 5 6 ---- >ROW C
U CAN C ROW A IS SIMILAR TO COLUMN (C1)
U CAN C ROW B IS SIMILAR TO COLUMN (C2)
U CAN C ROW C IS SIMILAR TO COLUMN (C3)
It is actually the same as invariance: the property that something does not change under a set of transformations.
In linear algebra, a symmetric matrix is a square matrix that is equal to its transpose. Formally, matrix A is symmetric if A=A(TRANSPOSE)
FOR EXAMPLE :
C1 C2 C3
VALUE IN MARTIX A 1 7 3 ---- >ROW A
7 4 5 ---- >ROW B
3 5 6 ---- >ROW C
U CAN C ROW A IS SIMILAR TO COLUMN (C1)
U CAN C ROW B IS SIMILAR TO COLUMN (C2)
U CAN C ROW C IS SIMILAR TO COLUMN (C3)
Answered by
2
Symmetry is an alternative to a matter's size,shape etc. given in a same proportion .
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