Let a,b\inR^{m}, b\neq0 and set \phi(t)=a+tb.
We must show that the angle between \phi(t_{1})-\phi(t_{0}) and \phi(t_{2})-\phi(t_{0})
is 0 or \pi for any t_{0},t_{1},t_{2},\inR with t_{1},t_{2}\neq.
The 0,1, and 2 are supposed to be subscripts next to t, but my Latex is showing is as...