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Can outliers affect the symmetry of the data?
an outliers can affect the symmetry of the data because u can still move around it
Which direction does the decimal point move right or left?
It can move in either direction.
How is symmetry related to tessellation?
Tesselation (or tiling) generally implies translational symmetry, because you can generally move one part of a tiling over another a specific distance away and get an exact match (ie the tesselation is periodic). A counterexample (possibly the only one) is Penrose tiling, which is non-periodic. There is certainly no need for a tesselating shape to have either bilateral or rotational symmetry: all triangles and all parallelograms (including squares and rectangles) will tessellate. I'm afraid this is a rather superficial answer to this very interesting question; a deeper one will have to come from someone with a knowledge of group theory.
What are the four kinds of symmetry?
Rotation: move the object around the plane. Each rotation has a center and an angle.Translation: move the object on the plane without rotating or reflecting it. Each translation has a direction and distance.Reflection: mirror image of the object. Always has a mirror line.Glide Reflection: combination of a reflection and translation along the mirror line.
Change is to variable as move is to?
direction
