# The incenter of the standard triangle Te(m,n) # It is the meeting point of the three angle bisectors (hence of any two) # Its existence is proved in the IncenterExists Theorem Incenter:=proc(m,n): Pt(y-m*x,y+n*x-n): end:
Incenter:=proc(m,n): Pt(y-m*x,y+n*x-n): end:
Pt(y-m*x,y+n*x-n): end:
end: