**29+ What Are The Indices For The Two Planes Drawn In The Following Sketch?
Background**. +2 plane 1 plane 2 43 0.4 nm 0.4 nm 1x virtual materials science and engineering (vmse) under metallic crystal structures and crystallography crystallographic planes/unit cell planes: This problem has been solved!

In the explanations, the word plane means an imaginary surface (not an aeroplane). Given a vector space $v$ and two subspaces $w_1,w_2$ you get that. Therefore, it shall be normal to each of the normals of the planes.

### The two planes are inseparably connected, so that no meaning can be realised without some material means of expression.

Xyzintercepts ab/2 an atom is located at each of the corners, as well as at the centers of all six unit cell faces. Determine whether the planes are parallel, orthogonal, or neither. Xyzintercepts ab/2 an atom is located at each of the corners, as well as at the centers of all six unit cell faces. The smaller of adjacent angles is called the angle between the planes.