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i.j=j.k=k.i=0
\[ \mathbf i = \langle 1,0,0\rangle, \mathbf j = \langle 0,1,0\rangle, \mathbf k = \langle 0,0,1\rangle \]So \[ \mathbf i \cdot \mathbf j = \langle 1,0,0\rangle \cdot \langle 0,1,0\rangle = 0+0+0 =0 \]
Same thing for all other dot products.
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