Question

what type of symmetry does a kaleidoscope exhibit?
a. inverse symmetry
b. reflective symmetry
c. translational symmetry
d. rotational symmetry

Explanation:

A kaleidoscope uses mirrors to create symmetrical patterns. Reflective symmetry (also known as line symmetry) is when a figure can be divided by a line (in the case of kaleidoscope mirrors act as lines of symmetry) such that one side is the mirror - image of the other. Inverse symmetry is not a standard symmetry type in common geometric symmetry discussions. Translational symmetry is about shifting a figure without rotation or reflection. Rotational symmetry is about rotating a figure around a point and having it look the same. Since kaleidoscope creates mirror - like (reflected) images, reflective symmetry is the most appropriate.

Answer:

B. Reflective Symmetry