Mathematics
State the type(s) of symmetry possessed by the following figure. Explain each type of symmetry for the figure.
Answer
(1) Linear Symmetry — Two lines of symmetry, i.e., (i) the line joining points A and C and (ii) the line joining points B and D.
(2) Point Symmetry — The point O of intersection of the lines AC and BD is the centre of symmetry.
(3) Rotational Symmetry — Possesses a rotational symmetry of order 2 about the point O.
Related Questions
State the type(s) of symmetry possessed by the following figure. Explain each type of symmetry for the figure.
State the type(s) of symmetry possessed by the following figure. Explain each type of symmetry for the figure.
State the type(s) of symmetry possessed by the following figure. Explain each type of symmetry for the figure.
A line segment is symmetrical about
- any line perpendicular to it.
- any line passing through its mid-point
- any line parallel to it.
- its perpendicular bisector.