A 10-point star has 10 lines of symmetry. Each line of symmetry passes through one point of the star and the midpoint of the opposite side, allowing for mirror symmetry across each line. Additionally, the star can be rotated in increments that align with its points, further supporting the symmetry.
Assuming it is regular, there should be 6 lines of symmetry, three running from a tip to the tip opposite it, and three through the points that the tips meet.
It can have as many lines of symmetry as it has points.
The answer depends on what relationship - if any - exists between the points in the table. There need not be any relationship.
There could be many answers to this. If were thinking in terms of geometry: a triangle has between 1 and 3 lines of symmetry a square will always have 4 lines of symmetry. Irregular shapes might have a single line of symmetry. For instance, a building may have a single line of symmetry. a line between two points may only have one line of symmetry. because it is only 2 dimensions, it is impossible for it to have more than one line of symmetry.
8. 4 between the opposite vertices 4 between the mid points of opposite sides.
The axis of symmetry is a line where if you were to fold the graph in half on that line, every point should perfectly match up with it's opposite.
There are only two lines of symmetry. Divide either of the two opposite sides of the rectangle in half and join these two points.
If you're talking about convex polygons with equal sides (eg. equilateral triangles, squares, pentagons, hexagons, etc.), then the relationship is a very direct one. In those cases, there are as many lines of symmetry as there are points in the polygons. A triangle has three lines of symmetry, a square has four, a pentagon five, etc.
A polygon need not have any lines of symmetry. The maximum number of lines of symmetry is attained if the polygon is regular; and this is the number of sides (or vertices) of the polygon. If a regular polygon has an even number of sides, then the lines of symmetry are those joining opposite vertices, and those joining the mid-points of opposite sides. If the polygon has an odd number of sides/vertices, the lines of symmetry are those joining each vertex to the mid-point of the opposite side.
A 10-point star has 10 lines of symmetry. Each line of symmetry passes through one point of the star and the midpoint of the opposite side, allowing for mirror symmetry across each line. Additionally, the star can be rotated in increments that align with its points, further supporting the symmetry.
Assuming it is regular, there should be 6 lines of symmetry, three running from a tip to the tip opposite it, and three through the points that the tips meet.
It has 8. Each passes through the centre. Four pass through vertices, four pass through the mid-points of opposite sides. 4
It can have as many lines of symmetry as it has points.
The answer depends on what relationship - if any - exists between the points in the table. There need not be any relationship.
I believe it has both. If you draw planes through the middle of opposite sides e.g. top/bottom, left side/right side, front/back, you will get three planes of (refection) symmetry. Also if you draw three lines through those same points, you will get three axes of (rotational) symmetry.
There could be many answers to this. If were thinking in terms of geometry: a triangle has between 1 and 3 lines of symmetry a square will always have 4 lines of symmetry. Irregular shapes might have a single line of symmetry. For instance, a building may have a single line of symmetry. a line between two points may only have one line of symmetry. because it is only 2 dimensions, it is impossible for it to have more than one line of symmetry.