Question

in the rectangular prism shown below, which planes are parallel? klo and klm opq and klm klo and opq kno and opq

Explanation:

In a rectangular prism, parallel planes are those that do not intersect and have the same orientation.

• For \(KLO\) and \(KLM\): These planes share a common edge \(KL\), so they are not parallel.
• For \(OPQ\) and \(KLM\): These planes are not parallel as their orientations are different.
• For \(KLO\) and \(OPQ\): These planes are parallel. In a rectangular prism, opposite faces (or planes formed by corresponding edges) are parallel. Here, \(KLO\) and \(OPQ\) are opposite - like planes.
• For \(KNO\) and \(OPQ\): These planes are not parallel as their orientations are different.

Answer:

\(KLO\) and \(OPQ\)