Mirror planes cut a cube into matching halves. How many such planes exist?
AThree
BSix
CNine
DTwelve
Answer & Solution
Correct answer: C. Nine
1. Three planes are parallel to the faces, each halving the cube between opposite faces.
2. Six more planes pass diagonally through opposite edges.
3. Together this makes nine planes, so three or six undercount.
_Source: Wikipedia, Reflection symmetry, section Symmetric geometrical shapes_
Keep practising Symmetry
Browse all Symmetry questions for CTET, or explore more Mathematics topics.
Related questions
Sliding every point of an object by the same distance leaves its shape unchanged under whiWhich symmetry applies to an object that looks unchanged when turned about a fixed point?An equilateral triangle has how many lines of reflection symmetry?A kite's line of symmetry cuts it into two triangles that are what?In a kite, the diagonal that is the axis of symmetry is the perpendicular bisector of whatIn a kite, the diagonal along the symmetry axis does what to the angles at its ends?How are rhombi and kites related?Which quadrilaterals can have exactly one axis?