A Quadrilateral with one line of symetry and rotational of oder 1
Answer :
We have Kite shaped quadrilateral that have only one line of symmetry . As :
Here Red dotted line represent line of symmetry .
And
There is no rotational symmetry of order 1 . As :
If a shape only matches itself once as we go around ( That it matches itself after one full rotation) there is really no symmetry at all . Because the word "Symmetry" comes from syn- together and metry - measure, and there can't be "together" if there is just one thing .
So,
we can say that Kite shaped quadrilateral has no rotational symmetry .
We have Kite shaped quadrilateral that have only one line of symmetry . As :
Here Red dotted line represent line of symmetry .
And
There is no rotational symmetry of order 1 . As :
If a shape only matches itself once as we go around ( That it matches itself after one full rotation) there is really no symmetry at all . Because the word "Symmetry" comes from syn- together and metry - measure, and there can't be "together" if there is just one thing .
So,
we can say that Kite shaped quadrilateral has no rotational symmetry .