An arrow typically exhibits reflectional symmetry, also known as mirror symmetry. This means that if you were to draw a line down the center of the arrow, the two halves would be mirror images of each other. Arrows do not usually have rotational symmetry, as rotating them around a point would not result in the same shape.
An arrow (→) has one line of symmetry. A double-headed arrow (↔) has two lines of symmetry and rotational symmetry if you want to claim it.
one line of symettry
The line of symmetry in an arrow is the line connecting to the > part of the arrow.
one
1 that is all
Along the length of the arrow, probably 2 - possibly 3. Otherwise there is no rotational symmetry.
If we are talking about a normal arrow, then no. if " -> " is rotated 90 degrees, it would not look the same as it did before. It would look something like this: ^ | Which would not be the same.
The line of symmetry in an arrow is the line connecting to the > part of the arrow.
1
Poison arrow frogs are bilaterally symmetrical.
one
1 that is all
Yes, it has one.
1
Along the length of the arrow, probably 2 - possibly 3. Otherwise there is no rotational symmetry.
Trapezoid, isosceles triangle, arrow, kite, etc.
Here are just some: Triangle, trapezoid, cone
If we are talking about a normal arrow, then no. if " -> " is rotated 90 degrees, it would not look the same as it did before. It would look something like this: ^ | Which would not be the same.
An arrowhead is also called a delta. It is a concave quadrilateral with one axis of symmetry.