1) Consider 2 points P = (x0, y0) and Q=(x1, y0) on the same horizontalline.
if M is the midpoint of [P, Q] in the euclidean meaning (namely, add thecoordinates of P and Q and divide by 2), check whether or notLH([P,M]) = LH([Q,M]).
2) Consider 2 points P = (x0, y0) and Q=(x0, y1) on the same vertical line.if M is the midpoint of [P, Q] in the euclidean meaning (namely, add thecoordinates of P and Q and divide by 2), check whether or not
LH([P,M]) = LH([Q,M]).
If the length are NOT equal, then find the coordinates of the point N onthe line segment [P, Q] such that LH ([P, N ]) = LH ([Q, N ]).
if M is the midpoint of [P, Q] in the euclidean meaning (namely, add thecoordinates of P and Q and divide by 2), check whether or notLH([P,M]) = LH([Q,M]).
2) Consider 2 points P = (x0, y0) and Q=(x0, y1) on the same vertical line.if M is the midpoint of [P, Q] in the euclidean meaning (namely, add thecoordinates of P and Q and divide by 2), check whether or not
LH([P,M]) = LH([Q,M]).
If the length are NOT equal, then find the coordinates of the point N onthe line segment [P, Q] such that LH ([P, N ]) = LH ([Q, N ]).